<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-5979862365454737600</id><updated>2012-01-27T15:42:13.321-08:00</updated><category term='economic stimulus'/><category term='Cryptography'/><category term='SOX'/><category term='Strong Authentication'/><category term='Counterfeit'/><category term='Cyberspace Policy Review'/><category term='Waves and Signs. MIT Center for Advanced Visual Studies'/><category term='NSTAC'/><category term='On-line Identity'/><category term='Smart Cards'/><category term='SP 800-131'/><category term='TSCP'/><category term='stimulus spending'/><category term='convergence'/><category term='First Responders'/><category term='Airports'/><category term='FIPS 202-1'/><category term='Digitial Certificates'/><category term='Mutual Registration'/><category term='SP 800-56'/><category term='Mobile ID'/><category term='Cambridge'/><category term='Smart Grid'/><category term='Identity'/><category term='NIST'/><category term='Identity infrastructure'/><category term='CIO Council'/><category term='ICA Boston'/><category term='Aviation'/><category term='Identity Roles'/><category term='ACIS'/><category term='PIV-I'/><category term='GSA APL'/><category term='IDmachines'/><category term='Federated Identity'/><category term='Critical Infrastructure'/><category term='FISMA'/><category term='Multi-factor Authentication'/><category term='CIV'/><category term='IAM'/><category term='PACS'/><category term='IAB'/><category term='IDMS'/><category term='Physical Access Control'/><category term='Four Bridges Forum'/><category term='HSPD 12'/><category term='TSA'/><category term='Health IT'/><category term='PCI'/><category term='Federal Bridge'/><category term='FIPS 201'/><category term='Wendy Jacob'/><category term='PIV'/><category term='IdM'/><category term='Department of Homeland Security'/><category term='Biometrics'/><category term='IT Infrastructure'/><category term='Cloud Computing'/><category term='Real ID'/><category term='SP 800-130'/><category term='PIN'/><category term='Kantara'/><category term='ICAM'/><category term='MA Essex Street Photos'/><category term='Key Management'/><category term='FBCA'/><category term='NSTIC'/><category term='SP 800-116'/><category term='Access Control'/><category term='National ID'/><category term='UMA'/><category term='PKI'/><category term='Credentialing'/><category term='HIPAA'/><category term='FRAC'/><category term='FICAM'/><category term='Validation'/><category term='ACS'/><category term='WHTI'/><category term='IT stimulus'/><category term='TWIC'/><category term='Authentication'/><category term='Private Keys'/><category term='Shepard Fairey'/><category term='PIV-C'/><category term='Electric Grid'/><category term='Janet Napolitano'/><category term='FIPS 201-2'/><category term='Infrastructure Investment'/><title type='text'>IDmachines</title><subtitle type='html'>Identity matters, identity infrastructure matters more, intelligent automation, converged security, FIPS 201 credentials, technology transfer and the IDmachines take on things.</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://idmachines.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5979862365454737600/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://idmachines.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>IDmachines</name><uri>http://www.blogger.com/profile/01774758098197773280</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>35</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-5979862365454737600.post-396095650342081034</id><published>2012-01-20T08:52:00.000-08:00</published><updated>2012-01-20T08:52:13.172-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='PIV'/><category scheme='http://www.blogger.com/atom/ns#' term='Credentialing'/><category scheme='http://www.blogger.com/atom/ns#' term='Authentication'/><category scheme='http://www.blogger.com/atom/ns#' term='Federated Identity'/><category scheme='http://www.blogger.com/atom/ns#' term='FIPS 201'/><category scheme='http://www.blogger.com/atom/ns#' term='Identity infrastructure'/><category scheme='http://www.blogger.com/atom/ns#' term='Federal Bridge'/><category scheme='http://www.blogger.com/atom/ns#' term='PIV-I'/><category scheme='http://www.blogger.com/atom/ns#' term='CIV'/><category scheme='http://www.blogger.com/atom/ns#' term='ICAM'/><category scheme='http://www.blogger.com/atom/ns#' term='Access Control'/><category scheme='http://www.blogger.com/atom/ns#' term='Identity'/><title type='text'>The Differences Among PIV, PIV-I and CIV Credentials</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt; 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line-height: 115%;"&gt;IDmachines put together the following for the Smart Card Alliance newly renamed Access Control Council in support of one of its first deliverables.&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size: 10pt; line-height: 115%;"&gt;HomelandSecurity Presidential Directive 12 (HSPD-12) mandates a standard for a secureand reliable form of identification to be used by all Federal employees andcontractors.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Signed by President GeorgeW. Bush in August 2004, HSPD-12 initiated the development of a set of technicalstandards and issuance policies (FIPS 201) that create the Federalinfrastructure required to deploy and support an identity credential that canbe used and trusted across all Federal agencies.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size: 10.0pt; line-height: 115%;"&gt;The policy, processesand technology in FIPS 201 support multiple other special publications (SPs)specifically written for FIPS 201 and build on other National Institute ofStandards and Technology (NIST) standards and SPs that support best practiceacross information technology and security domains.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Importantly these standards also build oninternational and national standards such as the Internet Engineering TaskForce (IETF), the International Telecommunications Union (ITU), the Institute ofElectrical and Electronics Engineers (IEEE), the Security Industry Association (SIA), the International StandardsOrganization (ISO), the for the Advancement of Structured Information Standards(OASIS) and others.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;table align="left" border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; margin-left: 6.75pt; margin-right: 6.75pt; mso-border-alt: solid black .5pt; mso-border-insideh: .5pt solid black; mso-border-insidev: .5pt solid black; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-table-anchor-horizontal: margin; mso-table-anchor-vertical: page; mso-table-left: left; mso-table-lspace: 9.0pt; mso-table-rspace: 9.0pt; mso-table-top: 250.6pt; mso-yfti-tbllook: 1184;"&gt; &lt;tbody&gt;&lt;tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0; page-break-inside: avoid;"&gt;  &lt;td colspan="2" style="background: black; border: solid black 1.0pt; mso-border-alt: solid black .5pt; padding: .05in 5.75pt .05in 5.75pt; width: 167.75pt;" valign="top" width="224"&gt;  &lt;div class="TableColHeading" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 250.6pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;/td&gt;  &lt;td colspan="2" style="-moz-border-bottom-colors: none; -moz-border-image: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; background: none repeat scroll 0% 0% black; border-color: black black black -moz-use-text-color; border-style: solid solid solid none; border-width: 1pt 1pt 1pt medium; color: white; padding: 0.05in 5.75pt; width: 68.25pt;" valign="top" width="91"&gt;  &lt;div class="TableColHeading" style="margin-left: -11.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 250.6pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;span style="font-size: 8.0pt; mso-bidi-font-family: Arial;"&gt;PIV&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;td style="-moz-border-bottom-colors: none; -moz-border-image: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; background: none repeat scroll 0% 0% black; border-color: black black black -moz-use-text-color; border-style: solid solid solid none; border-width: 1pt 1pt 1pt medium; color: white; padding: 0.05in 5.75pt; width: 85.5pt;" valign="top" width="114"&gt;  &lt;div align="center" class="TableColHeading" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 250.6pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;"&gt;&lt;span style="font-size: 8.0pt; mso-bidi-font-family: Arial;"&gt;PIV-I&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;td colspan="2" style="background: black; border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; padding: .05in 5.75pt .05in 5.75pt; width: 151.0pt;" valign="top" width="201"&gt;  &lt;div align="center" class="TableColHeading" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 250.6pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;"&gt;&lt;span style="font-size: 8.0pt; mso-bidi-font-family: Arial;"&gt;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;span style="color: white;"&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style="color: white;"&gt;CIV&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr style="mso-yfti-irow: 1;"&gt;  &lt;td colspan="7" style="background: #D9D9D9; border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: .05in 5.75pt .05in 5.75pt; width: 472.5pt;" valign="top" width="630"&gt;  &lt;div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 250.6pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8.0pt; line-height: 115%;"&gt;Policy&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr style="mso-yfti-irow: 2;"&gt;  &lt;td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: .05in 5.75pt .05in 5.75pt; width: 122.75pt;" valign="top" width="164"&gt;  &lt;div class="TableText" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 250.6pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;span style="font-size: 8.0pt; mso-bidi-font-family: Arial;"&gt;Breeder documents&lt;/span&gt;&lt;/div&gt;&lt;div class="TableText" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 250.6pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;/td&gt;  &lt;td colspan="2" style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: .05in 5.75pt .05in 5.75pt; width: 94.5pt;" valign="top" width="126"&gt;  &lt;div class="TableText" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 250.6pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;span style="font-size: 8.0pt; mso-bidi-font-family: Arial;"&gt;Follows FIPS 201&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;td colspan="3" style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: .05in 5.75pt .05in 5.75pt; width: 148.5pt;" valign="top" width="198"&gt;  &lt;div class="TableText" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 250.6pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;span style="font-size: 8.0pt; mso-bidi-font-family: Arial;"&gt;Follows FIPS 201&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: .05in 5.75pt .05in 5.75pt; width: 106.75pt;" valign="top" width="142"&gt;  &lt;div class="TableText" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 250.6pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;span style="font-size: 8.0pt; mso-bidi-font-family: Arial;"&gt;Follows the organization’s  policies&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr style="mso-yfti-irow: 3;"&gt;  &lt;td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: .05in 5.75pt .05in 5.75pt; width: 122.75pt;" valign="top" width="164"&gt;  &lt;div class="TableText" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 250.6pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;span style="font-size: 8.0pt; mso-bidi-font-family: Arial;"&gt;Background checks&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;td colspan="2" style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: .05in 5.75pt .05in 5.75pt; width: 94.5pt;" valign="top" width="126"&gt;  &lt;div class="TableText" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 250.6pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;span style="font-size: 8.0pt; mso-bidi-font-family: Arial;"&gt;National Agency Check with  Investigation&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;td colspan="3" style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: .05in 5.75pt .05in 5.75pt; width: 148.5pt;" valign="top" width="198"&gt;  &lt;div class="TableText" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 250.6pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;span style="font-size: 8.0pt; mso-bidi-font-family: Arial;"&gt;None required, directly  impacts level of suitability for access&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: .05in 5.75pt .05in 5.75pt; width: 106.75pt;" valign="top" width="142"&gt;  &lt;div class="TableText" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 250.6pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;span style="font-size: 8.0pt; mso-bidi-font-family: Arial;"&gt;None required, directly  impacts level of suitability for access&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr style="mso-yfti-irow: 4;"&gt;  &lt;td colspan="7" style="background: #D9D9D9; border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: .05in 5.75pt .05in 5.75pt; width: 472.5pt;" valign="top" width="630"&gt;  &lt;div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 250.6pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8.0pt; line-height: 115%;"&gt;Process&lt;/span&gt;&lt;/b&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8.0pt; line-height: 115%;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr style="mso-yfti-irow: 5;"&gt;  &lt;td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: .05in 5.75pt .05in 5.75pt; width: 122.75pt;" valign="top" width="164"&gt;  &lt;div class="TableText" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 250.6pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;span style="font-size: 8.0pt; mso-bidi-font-family: Arial;"&gt;Application &lt;/span&gt;&lt;/div&gt;&lt;div class="TableText" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 250.6pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;span style="font-size: 8.0pt; mso-bidi-font-family: Arial;"&gt;Adjudication&lt;/span&gt;&lt;/div&gt;&lt;div class="TableText" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 250.6pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;span style="font-size: 8.0pt; mso-bidi-font-family: Arial;"&gt;Enrollment&lt;/span&gt;&lt;/div&gt;&lt;div class="TableText" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 250.6pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;span style="font-size: 8.0pt; mso-bidi-font-family: Arial;"&gt;Issuance&lt;/span&gt;&lt;/div&gt;&lt;div class="TableText" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 250.6pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;span style="font-size: 8.0pt; mso-bidi-font-family: Arial;"&gt;Activation&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;td colspan="2" style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: .05in 5.75pt .05in 5.75pt; width: 94.5pt;" valign="top" width="126"&gt;  &lt;div class="TableText" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 250.6pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;span style="font-size: 8.0pt; mso-bidi-font-family: Arial;"&gt;Follows FIPS 201,  including separation of roles, strong biometric binding&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;td colspan="3" style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: .05in 5.75pt .05in 5.75pt; width: 148.5pt;" valign="top" width="198"&gt;  &lt;div class="TableText" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 250.6pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;span style="font-size: 8.0pt; mso-bidi-font-family: Arial;"&gt;Follows FIPS 201,  including separation of roles, strong biometric binding&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: .05in 5.75pt .05in 5.75pt; width: 106.75pt;" valign="top" width="142"&gt;  &lt;div class="TableText" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 250.6pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;span style="font-size: 8.0pt; mso-bidi-font-family: Arial;"&gt;Follows the organization’s  policies&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr style="mso-yfti-irow: 6;"&gt;  &lt;td colspan="7" style="background: #D9D9D9; border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: .05in 5.75pt .05in 5.75pt; width: 472.5pt;" valign="top" width="630"&gt;  &lt;div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 250.6pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; page-break-after: avoid;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8.0pt; line-height: 115%;"&gt;Technology&lt;/span&gt;&lt;/b&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8.0pt; line-height: 115%;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr style="mso-yfti-irow: 7;"&gt;  &lt;td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: .05in 5.75pt .05in 5.75pt; width: 122.75pt;" valign="top" width="164"&gt;  &lt;div class="TableText" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 250.6pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;span style="font-size: 8.0pt; mso-bidi-font-family: Arial;"&gt;Card data model&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;td colspan="2" style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: .05in 5.75pt .05in 5.75pt; width: 94.5pt;" valign="top" width="126"&gt;  &lt;div class="TableText" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 250.6pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;span style="font-size: 8.0pt; mso-bidi-font-family: Arial;"&gt;Must follow SP 800-73&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;td colspan="3" style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: .05in 5.75pt .05in 5.75pt; width: 148.5pt;" valign="top" width="198"&gt;  &lt;div class="TableText" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 250.6pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;span style="font-size: 8.0pt; mso-bidi-font-family: Arial;"&gt;Must follow SP 800-73&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: .05in 5.75pt .05in 5.75pt; width: 106.75pt;" valign="top" width="142"&gt;  &lt;div class="TableText" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 250.6pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;span style="font-size: 8.0pt; mso-bidi-font-family: Arial;"&gt;“Follows” SP 800-73&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr style="mso-yfti-irow: 8;"&gt;  &lt;td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: .05in 5.75pt .05in 5.75pt; width: 122.75pt;" valign="top" width="164"&gt;  &lt;div class="TableText" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 250.6pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;span style="font-size: 8.0pt; mso-bidi-font-family: Arial;"&gt;Current Primary Credential  number&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;td colspan="2" style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: .05in 5.75pt .05in 5.75pt; width: 94.5pt;" valign="top" width="126"&gt;  &lt;div class="TableText" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 250.6pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;span style="font-size: 8.0pt; mso-bidi-font-family: Arial;"&gt;FASC-N&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;td colspan="3" style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: .05in 5.75pt .05in 5.75pt; width: 148.5pt;" valign="top" width="198"&gt;  &lt;div class="TableText" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 250.6pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;span style="font-size: 8.0pt; mso-bidi-font-family: Arial;"&gt;UUID&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: .05in 5.75pt .05in 5.75pt; width: 106.75pt;" valign="top" width="142"&gt;  &lt;div class="TableText" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 250.6pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;span style="font-size: 8.0pt; mso-bidi-font-family: Arial;"&gt;UUID (expected)&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr style="mso-yfti-irow: 9;"&gt;  &lt;td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: .05in 5.75pt .05in 5.75pt; width: 122.75pt;" valign="top" width="164"&gt;  &lt;div class="TableText" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 250.6pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;span style="font-size: 8.0pt; mso-bidi-font-family: Arial;"&gt;Object Identifiers&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;td colspan="2" style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: .05in 5.75pt .05in 5.75pt; width: 94.5pt;" valign="top" width="126"&gt;  &lt;div class="TableText" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 250.6pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;span style="font-size: 8.0pt; mso-bidi-font-family: Arial;"&gt;Federal Bridge&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;td colspan="3" style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: .05in 5.75pt .05in 5.75pt; width: 148.5pt;" valign="top" width="198"&gt;  &lt;div class="TableText" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 250.6pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;span style="font-size: 8.0pt; mso-bidi-font-family: Arial;"&gt;Federal&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Bridge&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: .05in 5.75pt .05in 5.75pt; width: 106.75pt;" valign="top" width="142"&gt;  &lt;div class="TableText" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 250.6pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;span style="font-size: 8.0pt; mso-bidi-font-family: Arial;"&gt;Organization Internet  Assigned Number Auhority (IANA) &lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;(if  exists)&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr style="mso-yfti-irow: 10;"&gt;  &lt;td colspan="7" style="background: #D9D9D9; border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: .05in 5.75pt .05in 5.75pt; width: 472.5pt;" valign="top" width="630"&gt;  &lt;div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 250.6pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; page-break-after: avoid;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8.0pt; line-height: 115%;"&gt;Level  of Assurance&lt;/span&gt;&lt;/b&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8.0pt; line-height: 115%;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr style="mso-yfti-irow: 11; mso-yfti-lastrow: yes;"&gt;  &lt;td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: .05in 5.75pt .05in 5.75pt; width: 122.75pt;" valign="top" width="164"&gt;  &lt;div class="TableText" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 250.6pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;span style="font-size: 8.0pt; mso-bidi-font-family: Arial;"&gt;Trust&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;td colspan="2" style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: .05in 5.75pt .05in 5.75pt; width: 94.5pt;" valign="top" width="126"&gt;  &lt;div class="TableText" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 250.6pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;span style="font-size: 8.0pt; mso-bidi-font-family: Arial;"&gt;High&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;td colspan="3" style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: .05in 5.75pt .05in 5.75pt; width: 148.5pt;" valign="top" width="198"&gt;  &lt;div class="TableText" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 250.6pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;span style="font-size: 8.0pt; mso-bidi-font-family: Arial;"&gt;Trusted identity and  credential but not suitability of individual for access&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: .05in 5.75pt .05in 5.75pt; width: 106.75pt;" valign="top" width="142"&gt;  &lt;div class="TableText" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 250.6pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;span style="font-size: 8.0pt; mso-bidi-font-family: Arial;"&gt;None&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr height="0"&gt;  &lt;td style="border: none;" width="164"&gt;&lt;br /&gt;&lt;/td&gt;  &lt;td style="border: none;" width="60"&gt;&lt;br /&gt;&lt;/td&gt;  &lt;td style="border: none;" width="66"&gt;&lt;br /&gt;&lt;/td&gt;  &lt;td style="border: none;" width="25"&gt;&lt;br /&gt;&lt;/td&gt;  &lt;td style="border: none;" width="114"&gt;&lt;br /&gt;&lt;/td&gt;  &lt;td style="border: none;" width="59"&gt;&lt;br /&gt;&lt;/td&gt;  &lt;td style="border: none;" width="142"&gt;&lt;br /&gt;&lt;/td&gt; &lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size: 10.0pt; line-height: 115%;"&gt;The policy, processand technology applied to each of these credentials results in a level ofassurance and interoperability and ultimately the extent to which you can trustand use it externally.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;As shown in thechart the policy and process around PIV and PIV-I ultimately provide theinteroperability and trust of the credential.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;Identity and credential infrastructure requires an additional investmentin order to adhere to and maintain these policies and processes.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;In return users and organization can accessubiquitous identity and credential services with the benefit of high assurance intheir federated transactions.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5979862365454737600-396095650342081034?l=idmachines.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://idmachines.blogspot.com/feeds/396095650342081034/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5979862365454737600&amp;postID=396095650342081034' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5979862365454737600/posts/default/396095650342081034'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5979862365454737600/posts/default/396095650342081034'/><link rel='alternate' type='text/html' href='http://idmachines.blogspot.com/2012/01/differences-among-piv-piv-i-and-civ.html' title='The Differences Among PIV, PIV-I and CIV Credentials'/><author><name>IDmachines</name><uri>http://www.blogger.com/profile/01774758098197773280</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5979862365454737600.post-1172615005905803005</id><published>2011-12-01T06:46:00.001-08:00</published><updated>2011-12-01T07:52:52.055-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='PIV'/><category scheme='http://www.blogger.com/atom/ns#' term='Counterfeit'/><category scheme='http://www.blogger.com/atom/ns#' term='NSTIC'/><category scheme='http://www.blogger.com/atom/ns#' term='FICAM'/><category scheme='http://www.blogger.com/atom/ns#' term='FIPS 201'/><category scheme='http://www.blogger.com/atom/ns#' term='Smart Cards'/><category scheme='http://www.blogger.com/atom/ns#' term='PIV-I'/><category scheme='http://www.blogger.com/atom/ns#' term='CIV'/><category scheme='http://www.blogger.com/atom/ns#' term='ICAM'/><category scheme='http://www.blogger.com/atom/ns#' term='PIV-C'/><category scheme='http://www.blogger.com/atom/ns#' term='Strong Authentication'/><category scheme='http://www.blogger.com/atom/ns#' term='Identity'/><title type='text'>PIV, PIV-I, PIV-C, CIV-C, IDm (It Don't matta)</title><content type='html'>&lt;br /&gt;&lt;div class="MsoNormal"&gt;The Smart Cards in Government conference last month broughttogether a very good group of users, solution providers and trade associations’members to engage on the state of the practice on trusted identities and theuse of secure elements.&amp;nbsp; IDmachinescontributed to a pre-conference workshop on PIV-I physical access control andan e-Gov overview for the Kantara Identity Summit.&amp;nbsp;&amp;nbsp;&amp;nbsp; And despite budget challenges there remainswork to be done with standards and programs (acronyms) such as NSTIC, ICAM,OpenID, OAuth, PIV and PIV-I.&amp;nbsp;&amp;nbsp;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;One set of acronyms that were described at the conferencewere PIV-I, PIV-C and CIV.&amp;nbsp; So to(quickly) go through how we got here...&amp;nbsp;First there was PIV (FIPS 201) that begat PIV-I that due to cost begatPIV-C.&amp;nbsp; When PIV-C became known as PIVcompatible it was bad.&amp;nbsp; Compatibility wastoo close to interoperability in some minds so a new acronym wasrequested.&amp;nbsp; That this lead to theCommercial Identity Verification Credential and CIV, which has nothing to dowith identity verification, is another topic for discussion, but onward withPIV-C.&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Yes PIV-C as PIV compatible was bad, but PIV Counterfeit isexactly what it is and for this reason PIV-C is a useful way to look atit.&amp;nbsp; Further the reason it’s acounterfeit can be from the policy and procedures followed in issuing it aswell as using un-trusted keys, certificates or other web tokens.&amp;nbsp; The government should have realized it’s theuse case that it doesn’t like not the acronym, ergo PIV-C PIV counterfeit.&amp;nbsp; CIV should have never come to pass and it’sreally not that good an idea to be out there. &lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Standards for identity proofing and agreement on theauthoritative sources of attributes and privileges are one of the current gapsin the identity ecosystem.&amp;nbsp; PIV-C basicallyallows ad hoc enrollment and self assertion.&amp;nbsp;Technically you have a number keys, certificates, interfaces, and atpresent one or a small number of applets.&amp;nbsp;Easy to implement as physical access enterprise credential where thereis no federation, but a web credential needs to be interoperable.&amp;nbsp; Is the National Strategy for TrustedIdentities in Cyberspace developing un-trusted identities?&amp;nbsp; I am sure not.&amp;nbsp; Other part(s) of government’s paranoia overcounterfeit credentials has wagged the dog and resulted in a classificationthat really didn’t need to exist.&amp;nbsp; Thereare already, albeit limited, enterprise multipurpose PKI credentials.&amp;nbsp; Really we should keep people focused on PIV-Iand we should keep to a minimum PIV-C and CIV-C, etc.&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Ironically, all during the conference it was easy to makethis point.&amp;nbsp; I used a counterfeitcredential.&amp;nbsp; Yes it was wrong and says soon the back, I didn’t do it with the intent of documenting it, and it was animmediate way to demonstrate to the members of the steering committees for theUnited States Federal government physical security and ICAM initiatives goingin with me.&amp;nbsp; It helps to documentsecurity theatre.&amp;nbsp; I used my demo FRACcredential to get into the Reagan building. (My Federal colleague took aphoto).&amp;nbsp; Test credentials are useful andvery real looking.&amp;nbsp; Mine had a nice shinychip, security lamination and 4 certificates of course all issued by a rougecertificate authority.&amp;nbsp; These hardlymattered since it was as a flash pass that I put it to work.&amp;nbsp; It doesn’t matter what acronym you give it,it’s a counterfeit flash pass.&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;This gets to the real point.&amp;nbsp;Rather than focus on acronyms focus on strong authentication.&amp;nbsp; This does not mean vague requirements butrather electronic verification including trust of the issuer.&amp;nbsp;&amp;nbsp;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Counterfeits exist; ask any teenager, the way to beat themis not to rename them it’s to make sure you do a real job of checkingthem.&amp;nbsp; The security theatre of the flashpass at government buildings and for that matter at airports (ultravioletpens?) has to cease.&amp;nbsp;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;And it’s about more than authentication.&amp;nbsp;&amp;nbsp;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;/div&gt;&lt;ol&gt;&lt;li&gt;&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;&lt;/span&gt;Make sure you have established identities to theassurance level needed for individuals’ roles.&lt;/li&gt;&lt;li&gt;&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;&lt;/span&gt;Make sure there is a separation of roles among thepeople enforcing the process&lt;/li&gt;&lt;li&gt;&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;&lt;/span&gt;Make sure the identity is bound properly to thecredential&lt;/li&gt;&lt;li&gt;&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;&lt;/span&gt;Perform cryptographic challenge of the credential andvalidation of issuer along with checks against other access control (blackand/or white) lists.&lt;/li&gt;&lt;li&gt;&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;&lt;/span&gt;Don’t truncate the identifier (which is different thanhashing them and yes, you will need to upgrade infrastructure to accomplishthis).&lt;/li&gt;&lt;li&gt;&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;&lt;/span&gt;Match the level of authentication to the assets beingprotected.&lt;/li&gt;&lt;li&gt;&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;&lt;/span&gt;Protect secrets, personally identifiable informationand the cryptographic processing.&lt;/li&gt;&lt;li&gt;&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;&lt;/span&gt;Use standards based technology and policy.&lt;/li&gt;&lt;li&gt;&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;&lt;/span&gt;Only procure systems that can do this.&lt;/li&gt;&lt;li&gt;&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;&lt;/span&gt;Onlyprocure systems from vendors and integrators that have demonstrated they can dothis at a system level.&amp;nbsp; (The weakestlink is the strength of the chain).&lt;/li&gt;&lt;li&gt;&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;&lt;/span&gt;Implementand automate the controls that audit and alert to the above.&lt;/li&gt;&lt;/ol&gt;&lt;div class="MsoNormal"&gt;Guidance can and will need to provide more details includingcurriculum, security controls, specific approvals (products and certifications)that support the above.&amp;nbsp; This takes times(it’s been going on for decades).&amp;nbsp; Offera glass of water (or age and situation appropriate beverage) not a firehose.&amp;nbsp; While this may not be simple itcan be simply said.&amp;nbsp; And it can start ina way that not an acronym need be found.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5979862365454737600-1172615005905803005?l=idmachines.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://idmachines.blogspot.com/feeds/1172615005905803005/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5979862365454737600&amp;postID=1172615005905803005' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5979862365454737600/posts/default/1172615005905803005'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5979862365454737600/posts/default/1172615005905803005'/><link rel='alternate' type='text/html' href='http://idmachines.blogspot.com/2011/12/piv-piv-i-piv-c-civ-c-idm-it-dont-matta.html' title='PIV, PIV-I, PIV-C, CIV-C, IDm (It Don&apos;t matta)'/><author><name>IDmachines</name><uri>http://www.blogger.com/profile/01774758098197773280</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5979862365454737600.post-699103535751230622</id><published>2011-05-24T12:51:00.000-07:00</published><updated>2011-12-01T21:10:28.090-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='PIV'/><category scheme='http://www.blogger.com/atom/ns#' term='FICAM'/><category scheme='http://www.blogger.com/atom/ns#' term='PKI'/><category scheme='http://www.blogger.com/atom/ns#' term='FIPS 201'/><category scheme='http://www.blogger.com/atom/ns#' term='Identity infrastructure'/><category scheme='http://www.blogger.com/atom/ns#' term='PIV-I'/><category scheme='http://www.blogger.com/atom/ns#' term='Infrastructure Investment'/><category scheme='http://www.blogger.com/atom/ns#' term='ICAM'/><category scheme='http://www.blogger.com/atom/ns#' term='FIPS 201-2'/><title type='text'>The Registration Authority : Why an Authoritative Identity Store Needs to be the First Investment in the Enterprise Identity Infrastructure</title><content type='html'>&lt;div class="MsoNormal"&gt;&lt;a href="http://www.blogger.com/post-edit.g?blogID=5979862365454737600&amp;amp;postID=699103535751230622"&gt;Best Practice Lessons from FIPS 201&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Federal Information Processing Standard 201 titled Personal Identity Verification (PIV) (and the &lt;a href="http://csrc.nist.gov/publications/drafts/fips201-2/Draft_NIST-FIPS-201-2.pdf"&gt;Draft FIPS 201-2&lt;/a&gt;) often gets thought of a standard defining the technology associated with strong authentication, digital signing and encryption using digital certificates and public key infrastructure (PKI).&amp;nbsp; While the standard and the underlying special publications do define the credential technology components an equally important part of the specification addresses best practices for establishing and identity and employment (enrollment) suitability.&amp;nbsp; &lt;br /&gt;&lt;br /&gt;The first phase in the FIPS 201 process of establishing an identity that can provide high assurance and interoperability is a crucial aspect of the standard where PIV and &lt;a href="http://www.idmanagement.gov/drilldown.cfm?action=pivi_cross_cert"&gt;PIV-I Interoperability (PIV-I)&lt;/a&gt; establish best practice and warrant focus by identity professionals.&amp;nbsp; This identity creation process needs to be a template for any trusted identity.&amp;nbsp; Much of what is written about PIV and PIV-I gets caught up in why PKI, when just as much, if not more, attention needs to be paid to why you need to create an enterprise identity service and the architecture to support this.&amp;nbsp; And fundamentally why there needs to be a single authoritative source for identity data also known as a registration authority.&amp;nbsp; This needs to be the case even if organizations have opted for identity as a service and outsourced their PKI.&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;One of the best results from the &lt;a href="http://www.idmanagement.gov/drilldown.cfm?action=icam"&gt;Federal Identity, Credential and Access Management (ICAM)&lt;/a&gt; initiative is the separation of the lifecycle management of each of the ICAM components.&amp;nbsp; In order to progress in the ICAM maturity model organizations must start with an enterprise service to support the identity creation function and as a result support the creation of a registration authority.&amp;nbsp; A registration authority can serve as a powerful focal point to implement policy for the creation of a range of credentials.&amp;nbsp; This can range anywhere from high assurance multi-step, multi-role, multi-person registration to doing self assertion via a simple web registration portal.&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;One of the important things that come from starting with the creation of a registration authority is the ability to create an identity vault that properly safeguards data.&amp;nbsp; The other significant benefit is that it invokes an architecture that properly restricts the frequency of access to data that by its very nature is long lived and does not need to be updated.&amp;nbsp; In fact the ICAM process has an underlying logic that comes from the inverse relationship to the frequency with which data needs to be accessed and its life-cycle.&amp;nbsp; Identity data is long lived and seldom needs to be accessed (but still needs to have a chain of trust maintained) while certification related attributes have shorter life-cycles and are more frequently accessed.&amp;nbsp; The following inverted triangle can be used to represent these relationships.&lt;br /&gt;&lt;br /&gt;&amp;nbsp;&lt;img alt="" height="300" 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" width="400" /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;/div&gt;The enterprise registration authority and the associated identity vault sits at the bottom of the triangle.&amp;nbsp; It is the building block on top of which enterprises will implement ICAM.&amp;nbsp; It provides the foundation for enterprise governance, risk management and compliance by providing a common identity footing across these regimes and activity.&amp;nbsp; ICAM needs to be done in order; identity then credentials, then access, then management of other attributes and certifications.&amp;nbsp; In order to take the first step in getting the “I” in place a registration authority needs to be put in place and organizations need to look to PIV and PIV-I and the process they define.&amp;nbsp; When doing this organizations need to make sure they put in place a process that meets the highest level of assurance they will need to meet.&amp;nbsp; Supporting lower levels of identities is easy to do from a high assurance identity infrastructure.&amp;nbsp; Supporting higher levels of identity is extremely difficult if not impossible with a low level of assurance identity infrastructure. &amp;nbsp;The need to get things right at the start and to support the full range of use cases&amp;nbsp; is all the more reason to adopt PIV and PIV-I as enterprise policy for identity creation and to establish this as policy and a requirement for the enterprise registration authority.&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;There is a long standing lesson from manufacturing that building quality in to a process is much more cost effective than trying to add it on after the fact.&amp;nbsp; In building 21&lt;sup&gt;st&lt;/sup&gt; century identities quality (high assurance) needs to be built in at the beginning.&amp;nbsp; Getting identity (as opposed to simple identifiers) right necessarily needs to have a registration authority and the associated roles and policy that can meet the requirements as laid out in FIPS 201 and supported by the PIV and PIV-I frameworks.&amp;nbsp; In doing so organizations not only maximize the use cases they can support but also maximize the return on their identity infrastructure investment.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5979862365454737600-699103535751230622?l=idmachines.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://idmachines.blogspot.com/feeds/699103535751230622/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5979862365454737600&amp;postID=699103535751230622' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5979862365454737600/posts/default/699103535751230622'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5979862365454737600/posts/default/699103535751230622'/><link rel='alternate' type='text/html' href='http://idmachines.blogspot.com/2011/05/registration-authority-why.html' title='The Registration Authority : Why an Authoritative Identity Store Needs to be the First Investment in the Enterprise Identity Infrastructure'/><author><name>IDmachines</name><uri>http://www.blogger.com/profile/01774758098197773280</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5979862365454737600.post-9203253198256226198</id><published>2011-04-25T11:55:00.000-07:00</published><updated>2011-08-08T08:40:37.658-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='PIV'/><category scheme='http://www.blogger.com/atom/ns#' term='NSTIC'/><category scheme='http://www.blogger.com/atom/ns#' term='FICAM'/><category scheme='http://www.blogger.com/atom/ns#' term='FIPS 201'/><category scheme='http://www.blogger.com/atom/ns#' term='Biometrics'/><category scheme='http://www.blogger.com/atom/ns#' term='PIV-I'/><category scheme='http://www.blogger.com/atom/ns#' term='TWIC'/><category scheme='http://www.blogger.com/atom/ns#' term='On-line Identity'/><category scheme='http://www.blogger.com/atom/ns#' term='Authentication'/><category scheme='http://www.blogger.com/atom/ns#' term='PKI'/><category scheme='http://www.blogger.com/atom/ns#' term='CIO Council'/><category scheme='http://www.blogger.com/atom/ns#' term='Federal Bridge'/><category scheme='http://www.blogger.com/atom/ns#' term='HSPD 12'/><category scheme='http://www.blogger.com/atom/ns#' term='FIPS 201-2'/><title type='text'>Draft FIPS 201-2 Workshop Personal Identity Verification;  Annotated Top Ten List and Other Observations</title><content type='html'>&lt;div class="MsoNormal" style="line-height: normal;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;IDmachines and other colleagues attended a &lt;a href="http://www.nist.gov/itl/csd/set/fips201_2_workshop.cfm"&gt;workshop&lt;/a&gt; last week at the Department of Commerce National Institute of Standards and Technology in Gaithersburg, MD on the &lt;a href="http://csrc.nist.gov/publications/drafts/fips201-2/Draft_NIST-FIPS-201-2.pdf"&gt;draft FIPS 201-2&lt;/a&gt;.&amp;nbsp; The workshop allowed NIST, other government agencies and industry to discuss the initial changes and to propose other changes to Federal Information Processing Standard 201 (FIPS 201) titled Personal Identity Verification (PIV).&amp;nbsp; FIPS 201-1 has over 5 years of experience and the issuance of millions of credentials to consider as the new draft goes forward.&amp;nbsp; The comment period for FIPS 201-2 closes 6 June.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;FIPS 201 is one part of a number of initiatives on the part of the Federal government around identity and cybersecurity.&amp;nbsp; The Federal Chief Information Officer (CIO) Council has released the draft of the &lt;a href="http://www.idmachines.com/sitebuildercontent/sitebuilderfiles/ficam_roadmap_initial_phase1_public_release_draft_20110225.pdf"&gt;Federal Identity, Credential, and Access Management (FICAM) Roadmap and Implementation Guidance, Part B&lt;/a&gt; that goes into the use of PIV credentials for both logical and physical security.&amp;nbsp; The FICAM effort also includes the &lt;a href="http://www.idmanagement.gov/documents/TrustFrameworkProviderAdoptionProcess.pdf"&gt;Trust Framework Provider Adoption Process (TFPAP)&lt;/a&gt; for lower assurance levels across a range of identity tokens.&amp;nbsp; &amp;nbsp;Companions to FIPS 201and the FICAM include the &lt;a href="http://www.whitehouse.gov/sites/default/files/rss_viewer/NSTICstrategy_041511.pdf"&gt;National Strategy for Trusted Identities in Cyberspace (NSTIC)&lt;/a&gt; that was recently released by the White House and which is managed by a a program office at NIST.&amp;nbsp; Besides NSTIC the CIO Council and the General Services Administration in Coordination and the &lt;a href="http://www.idmanagement.gov/fpkima/"&gt;Federal PKI Management Authority&lt;/a&gt; have promoted the expansion of PIV to organizations outside of Federal employees and contractors with &lt;a href="http://www.idmanagement.gov/documents/PIV_IO_NonFed_Issuers.pdf"&gt;PIV- Interoperability&lt;/a&gt; or PIV-I.&amp;nbsp; Understanding the activity around identity on the part of the United States Government is helped by looking across these things (and other related activity) as a whole.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;As part of the &lt;a href="http://csrc.nist.gov/groups/SNS/piv/documents/workshop-Apr2011/Overview_Ferraiolo.pdf"&gt;overview &lt;/a&gt;to the workshop NIST presented its "top ten" list of the changes to FIPS 201.&amp;nbsp; While not exactly ready for Letterman it provides an excellent overview of what is changing in the document.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;ol start="1" type="1"&gt;&lt;li class="MsoNormal" style="line-height: normal;"&gt;&lt;span style="font-size: 7pt;"&gt;&amp;nbsp;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Asymmetric Card Authentication Key (CAK) is mandatory&lt;/span&gt;&lt;/li&gt;&lt;ol start="1" type="1"&gt;&lt;li class="MsoNormal" style="line-height: normal;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;The Asymmetric CAK provides interoperability over the       contactless interface.&amp;nbsp; Previously optional, the CAK now provides a       mandatory contactless Public Key Infrastructure (PKI) component.&amp;nbsp; A       symmetric CAK is also available as an option in addition to and in       combination with the asymmetric key.&amp;nbsp; This allows a practical       approach to key management in a federated environment while providing options       for speed and enterprise specific keys.&lt;/span&gt;&lt;/li&gt;&lt;/ol&gt;&lt;li class="MsoNormal" style="line-height: normal;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Introduction of enrollment record or chain of trust as      maintained by the issuer.&amp;nbsp; The      document puts an emphasis on chain of trust with good reason particularly      given the interoperability goals of FIPS 201.&amp;nbsp; There are a number of reasons where the      chain of trust helps to improve the economics and reduce the effort when      you take lifecycle considerations into account.&amp;nbsp; Some of these benefits of this include&lt;/span&gt;&lt;/li&gt;&lt;ol start="1" type="1"&gt;&lt;li class="MsoNormal" style="line-height: normal;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Eliminates complete re-enrollment&lt;/span&gt;&lt;/li&gt;&lt;li class="MsoNormal" style="line-height: normal;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Eliminates recapturing biometrics&lt;/span&gt;&lt;/li&gt;&lt;li class="MsoNormal" style="line-height: normal;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Background Investigation (BI) may not need to be       repeated&lt;/span&gt;&lt;/li&gt;&lt;/ol&gt;&lt;li class="MsoNormal" style="line-height: normal;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Iris recognition as an additional biometric modality is      introduced.&amp;nbsp; The draft proposes      using a standard image (which then requires (non-standard) template/model creation      and matching).&amp;nbsp; Further testing and      recognition rates were discussed and will likely be forthcoming and build      on existing &lt;a href="http://www.nist.gov/itl/iad/ig/irex.cfm"&gt;Iris Exchange      (IREX)&lt;/a&gt; work at NIST.&amp;nbsp; Iris      biometrics bring benefits that include:&lt;/span&gt;&lt;/li&gt;&lt;ol start="1" type="1"&gt;&lt;li class="MsoNormal" style="line-height: normal;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Iris provides alternative in the case where fingerprints       cannot be obtained as a basis of biometric binding of the individual to       the credential.&lt;/span&gt;&lt;/li&gt;&lt;li class="MsoNormal" style="line-height: normal;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Iris can be used as an authentication method.&amp;nbsp; There are an increasing number of       vendors and applications use cases around iris matching and the draft now       allows these to be part of an organizations identity toolkit.&lt;/span&gt;&lt;/li&gt;&lt;/ol&gt;&lt;li class="MsoNormal" style="line-height: normal;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Standards based technology advancement is really about Optional      On Card Biometric Comparison (OCC) coincidentally called match on card.&amp;nbsp; (Question here is should optional should      be mandatory?)&lt;/span&gt;&lt;/li&gt;&lt;ol start="1" type="1"&gt;&lt;li class="MsoNormal" style="line-height: normal;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;OCC use cases include enrollment, authentication, and PIN       reset.&amp;nbsp; Is there a degrading the number of authentication factors if       you combine PIN and BIO in the reset transaction?&amp;nbsp; Unrelated buy also introduced is how many expiration dates do we need in the specification was notable among many good points made by the audience and industry presenters.&lt;/span&gt;&lt;/li&gt;&lt;/ol&gt;&lt;li class="MsoNormal" style="line-height: normal;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;&lt;a href="http://store.ihs.com/specsstore/controller;jsessionid=L6Gny0i4FHSLZIScqFK-Bg**.app1?event=SEARCH_RESULTS"&gt;ISO      24727&lt;/a&gt; as a means of providing interoperability for smart card      identification, authentication and digital signatures.&amp;nbsp; It is a 6 part standard with the 6&lt;sup&gt;th&lt;/sup&gt;      part including a registration authority procedure.&lt;/span&gt;&lt;/li&gt;&lt;ol start="1" type="1"&gt;&lt;li class="MsoNormal" style="line-height: normal;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;NIST discussed registering a PIV authentication       profile.&lt;/span&gt;&lt;/li&gt;&lt;li class="MsoNormal" style="line-height: normal;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Also provides secure channel features&lt;/span&gt;&lt;/li&gt;&lt;ol start="1" type="1"&gt;&lt;li class="MsoNormal" style="line-height: normal;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;NIST also discussed a forthcoming        Special Publication 800-xx on secure contactless communications.&lt;/span&gt;&lt;/li&gt;&lt;/ol&gt;&lt;/ol&gt;&lt;li class="MsoNormal" style="line-height: normal;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Optional feature for card authentication to address      issues related to the Rehabilitation Act and &amp;nbsp;&lt;a href="http://www.access-board.gov/508.htm"&gt;Section 508&lt;/a&gt; and access to      electronic and information technology procured by Federal agencies.&lt;/span&gt;&lt;/li&gt;&lt;li class="MsoNormal" style="line-height: normal;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Maximum length of printed name was extended and      provides flexibility with dealing with printed names.&amp;nbsp; &amp;nbsp;&amp;nbsp;Good to have a name people want on the      front and this helps in that regard { though it is still the case you can’t      put the apostrophe in D’Agostino on a PIV card (;-}.&amp;nbsp; Instead the electronic naming issue should go to UUID as baseline identifier, UUID should be top 10 and mandatory (will be in DoD) as is the case with PIV-I.&lt;/span&gt;&lt;/li&gt;&lt;li class="MsoNormal" style="line-height: normal;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Replace indicator for National Agency Check with      Investigations (NAC-I) with a background investigation (BI)      indicator.&amp;nbsp; This addresses PIV-I      where certain populations of cardholders are not applicable for a      NAC-I.&amp;nbsp; Indicates that a national BI      indicator service would be put in place.&lt;/span&gt;&lt;/li&gt;&lt;li class="MsoNormal" style="line-height: normal;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Allow post issuance updates to PIV card.&amp;nbsp; This aligns with the desire to have the      card live through two 3 year certificate cycles and have a 6 year life.&amp;nbsp; This also ties to #2 chain of trust to enable      the update.&lt;/span&gt;&lt;/li&gt;&lt;li class="MsoNormal" style="line-height: normal;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Put employment eligibility verification background      documents &lt;a href="http://www.uscis.gov/files/form/i-9.pdf"&gt;(I-9)&lt;/a&gt; into      the FIPS 201 specification.&amp;nbsp; This helped clarify some of the background document requirements as it represents the specific items accepted.&amp;nbsp; Interesting not to have included a TWIC.&amp;nbsp; As a close and an aside one of the interesting things about PIV-I and PIV-I is the ability to use it as an identity credential to get other access credentials (e.g. SAML, JSON Web Tokens, OpenID, etc.) and while this document only refers to credentials acceptable as background for a PIV card its interesting to think about the ability to register with PIV and PIV-I and their related authentication factors and attributes. &lt;/span&gt;&lt;/li&gt;&lt;/ol&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5979862365454737600-9203253198256226198?l=idmachines.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://idmachines.blogspot.com/feeds/9203253198256226198/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5979862365454737600&amp;postID=9203253198256226198' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5979862365454737600/posts/default/9203253198256226198'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5979862365454737600/posts/default/9203253198256226198'/><link rel='alternate' type='text/html' href='http://idmachines.blogspot.com/2011/04/draft-fips-201-2-workshop-personal.html' title='Draft FIPS 201-2 Workshop Personal Identity Verification;  Annotated Top Ten List and Other Observations'/><author><name>IDmachines</name><uri>http://www.blogger.com/profile/01774758098197773280</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5979862365454737600.post-236466109230377324</id><published>2011-03-31T21:59:00.000-07:00</published><updated>2011-12-03T08:38:10.891-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='PIV'/><category scheme='http://www.blogger.com/atom/ns#' term='NSTIC'/><category scheme='http://www.blogger.com/atom/ns#' term='FICAM'/><category scheme='http://www.blogger.com/atom/ns#' term='FIPS 201'/><category scheme='http://www.blogger.com/atom/ns#' term='Biometrics'/><category scheme='http://www.blogger.com/atom/ns#' term='PIV-I'/><category scheme='http://www.blogger.com/atom/ns#' term='SP 800-116'/><category scheme='http://www.blogger.com/atom/ns#' term='FIPS 202-1'/><category scheme='http://www.blogger.com/atom/ns#' term='Authentication'/><category scheme='http://www.blogger.com/atom/ns#' term='CIO Council'/><category scheme='http://www.blogger.com/atom/ns#' term='HSPD 12'/><category scheme='http://www.blogger.com/atom/ns#' term='ICAM'/><category scheme='http://www.blogger.com/atom/ns#' term='NIST'/><category scheme='http://www.blogger.com/atom/ns#' term='PACS'/><category scheme='http://www.blogger.com/atom/ns#' term='GSA APL'/><category scheme='http://www.blogger.com/atom/ns#' term='Identity'/><title type='text'>The GSA FIPS 201 Approved Products List (APL) redux, the impact of FIPS 201-2, ICAM, PIV-I, NSTIC</title><content type='html'>&lt;div class="MsoNormal"&gt;A little over a year ago IDmachines reviewed the General Services Administration &lt;a href="http://csrc.nist.gov/publications/fips/fips201-1/FIPS-201-1-chng1.pdf"&gt;Federal Information Processing Standard 201 (FIPS 201)&lt;/a&gt; Government Services Administration (GSA) &lt;a href="http://fips201ep.cio.gov/apl.php"&gt;Approved Products List (APL) also known as FIPS 201 Evaluation Program&lt;/a&gt; Products &amp;amp; Services.&amp;nbsp; FIPS 201,&lt;a href="http://csrc.nist.gov/groups/SNS/piv/index.html"&gt; Personal Identity Verification (PIV)&lt;/a&gt;, has just been updated with a draft FIPS 201-2.&amp;nbsp; This is part of an overall coordinated set of identity and cybersecurity activities on the part of the United States Federal government that includes the Federal &lt;a href="http://www.idmanagement.gov/drilldown.cfm?action=icam"&gt;Identity, Credentialing and Access Management (ICAM)&lt;/a&gt; and the &lt;a href="http://www.nist.gov/nstic/"&gt;National Strategy for Trusted Identities in Cyberspace (NSTIC)&lt;/a&gt;.&amp;nbsp;&amp;nbsp;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;At the time of this post there were five hundred and fourteen (514) products listed.&amp;nbsp; This does not take into account the &lt;a href="http://www.idmanagement.gov/fpkipa/cpl.cfm"&gt;shared service providers&lt;/a&gt; that issue digital certificates that form the basis of the Federal government and related commercial public key infrastructure (PKI).&amp;nbsp; PIV credentials have been complemented by the issuance of interoperable credentials for non-Federal government entities by those &lt;a href="http://www.idmanagement.gov/drilldown.cfm?action=pivi_cross_cert"&gt;cross-certified as Personal Identity Verification Interoperability (PIV-) issuers&lt;/a&gt;.&amp;nbsp; Industry continues to make a significant investment in developing products to meet FIPS 201.&amp;nbsp; This should accelerate further with the recent &lt;a href="http://www.whitehouse.gov/sites/default/files/omb/memoranda/2011/m11-11.pdf"&gt;Office of Management and Budget Memorandum 11-11&lt;/a&gt; that says “each agency is to develop and issue an implementation policy, by March 31, 2011".&amp;nbsp; &amp;nbsp;&amp;nbsp;The GSA APL as a program needs to evolve with these changes.&amp;nbsp; We have gone from mandate &lt;a href="http://www.idmanagement.gov/documents/HSPD-12.htm"&gt;(Homeland Security Presidential Directive 12 (HSDP 12)&lt;/a&gt;, to specification and special publications, to testing program and list of approved products, to physical access control implementation recommendations (e.g. &lt;a href="http://csrc.nist.gov/publications/nistpubs/800-116/SP800-116.pdf"&gt;National Institute of Standards Special Publication 800-116 (SP 800-116)&lt;/a&gt; , to the ongoing ICAM efforts mentioned above.&amp;nbsp;&amp;nbsp;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Some of the wiggle room is disappearing.&amp;nbsp; Many agencies met the mandates by doing the minimum possible, such as putting a 125 MHz coil in their PIV card to support their legacy physical access control system; others simply implemented free reads of an identifier in the clear.&amp;nbsp; Neither of these is recognized as any level of assurance.&amp;nbsp; Many of the solutions for physical access on the wall in agencies will have to be replaced.&amp;nbsp; In many cases the controllers in the wall will have to be upgraded as well.&amp;nbsp; A very large market will occur for this upgrade over the next few years, and as you will see on the list below there are still “a very small number”, sometimes no solutions in place.&amp;nbsp;&amp;nbsp; In addition FIPS 201-2 introduces new techniques such as biometric match on card which will create new categories.&amp;nbsp; In addition to the new categories agencies will have to plan for and acquire the identity infrastructure to support both logical and physical access control.&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;In general there needs to be a further evolution and rationalization of the testing categories and requirements.&amp;nbsp; The further evolution needs to include specific acquisition guidance, acquisition rules and consistent implementation in particular around identity authentication factors.&amp;nbsp; This occurs in parallel as industry continues to invest to meet the full set of requirements, at the application, system and infrastructure levels.&amp;nbsp; The APL has thirty categories.&amp;nbsp; The following is a breakdown of the categories along with the number of products listed in each category and the number of companies represented among those products and a comparison with the last summary done by IDmachines.&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;img alt="" 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
