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/><o:p></o:p></p> <table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" id="AutoNumber2" style="border: currentColor; border-image: none; width: 93%; border-collapse: collapse; mso-border-alt: outset #111111 .25pt; mso-yfti-tbllook: 1184; mso-padding-alt: 0in 0in 0in 0in;" width="93%"> <tbody> <tr style="mso-yfti-irow: 0; mso-yfti-firstrow: yes; mso-yfti-lastrow: yes;"> <td style="padding: 0in; border: currentColor; border-image: none; width: 19%;" width="19%"> <p style="line-height: 150%;"></p> </td> <td style="padding: 0in; border: currentColor; border-image: none; width: 81%;" width="81%"> <p align="center" style="text-align: center; line-height: 200%;"><b>Bio of Dr. (Lt Col ret) Michael L. Thomas </b></p> </td> </tr> </tbody> </table> <p class="MsoNormal"><span style="display: none; mso-fareast-font-family: &quot;Times New Roman&quot;; mso-hide: all;"><o:p>&nbsp;</o:p></span></p> <table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" id="AutoNumber1" style="border: currentColor; border-image: none; width: 95%; border-collapse: collapse; mso-border-alt: outset #111111 .25pt; mso-yfti-tbllook: 1184; mso-padding-alt: 0in 0in 0in 0in;" width="95%"> <tbody> <tr style="mso-yfti-irow: 0; mso-yfti-firstrow: yes;"> <td style="padding: 0in; border: currentColor; border-image: none; width: 19%;" width="19%"> <p align="center" style="text-align: center;"><img 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" /></p> <p class="MsoNormal"><span style="font-size: 10pt; mso-fareast-font-family: &quot;Times New Roman&quot;;">&nbsp;&nbsp; e-mail addresses: </span><span style="mso-fareast-font-family: &quot;Times New Roman&quot;;"><o:p></o:p></span></p> <p><b>&nbsp;&nbsp; <a href="mailto:michael.thomas.1@us.af.mil">michael.thomas.1@us.af.mil</a> </b></p> <p><b>&nbsp;&nbsp; <a href="mailto:mthomas304@yahoo.com">mthomas304@yahoo.com</a><span style="mso-spacerun: yes;">&nbsp; </span></b></p> <p class="MsoNormal"><b><span style="mso-fareast-font-family: &quot;Times New Roman&quot;;">&nbsp;&nbsp; <a href="https://psugeo.org/Publications/Publications.html">Publications</a>&nbsp; </span></b><span style="mso-fareast-font-family: &quot;Times New Roman&quot;;"><o:p></o:p></span></p> <p><b>&nbsp;&nbsp; <a href="https://psugeo.org/Projects.htm">Penn State Projects </a></b></p> <p><b>&nbsp;&nbsp; <a href="http://psugeo.org/Essay_Bio_and_Resume_16.doc">Resume</a></b></p> <p>&nbsp;<b> <a data-show-count="false" data-size="large" href="https://twitter.com/mthomas304">Follow @mthomas304</a> <script> !function(d,s,id){var js,fjs=d.getElementsByTagName(s)[0],p=/^http:/.test(d.location)?'http':'https';if(!d.getElementById(id)){js=d.createElement(s);js.id=id;js.src=p+'://platform.twitter.com/widgets.js';fjs.parentNode.insertBefore(js,fjs);}}(document, 'script', 'twitter-wjs'); </script></b></p> </td> <td colspan="2" style="padding: 0in; border: currentColor; border-image: none; width: 81%;" width="81%"> <p style="text-align: justify;">Dr. (Lt Col ret) Michael L. Thomas is currently assigned to Maxwell AFB, AL as a Professor of Cyberwarfare Studies. Previously he was with Naval Information Warfare Center (NIWC) Charleston as a C4ISR Systems Engineer in the Communications and Networks Division stationed in the Stuttgart Germany office. In this capacity he is responsible for the design, implementation and fielding of major Systems Engineering projects initiated by the Navy, sister services and other US government customers. His prior assignment with SPAWAR was in the Heidelberg Office supporting HQ USAREUR in Geospatial Engineering. He has been on detached special duty since being activated in March 2007, and has served a short tour at the Pentagon, served as a Defense Threat Reduction Agency (DTRA) LNO to the Joint Special Operations Command (JSOC), along with an assignment to the Air Force Institute of Technology (AFIT) as an instructor teaching Cyberwar courses.</p> <p style="text-align: justify;"><span lang="EN-GB" style="color: black; mso-ansi-language: EN-GB;">Immediately prior to his current assignment, he was the </span><span lang="EN-GB" style="mso-ansi-language: EN-GB;">Chief J-3 Technical Projects, assigned to the Georgia Institute of Technology as a Special Projects Officer (Project Manager/Applications Architect).&nbsp; He managed the development of multiple projects both hardware and software related&nbsp; and specialized in systems integration of GIS, RDBMS and embedded real time systems to increase field personnel-aircrew coordination using Rapid Application Development (RAD) development techniques.&nbsp; Notably among the projects included management and requirements analysis of the Digital Mapping Server (DMS) GIS Portal in coordination with the Naval Research Lab, and the day to day management of the Digital Mapping <span class="SpellE">Center</span> (DMC) which provided GIS support for and between various Federal, DoD, State and Local Law Enforcement Agencies.&nbsp; The technology was cited in several papers and actually is patented by the US Navy (</span><a href="http://dmap.nrlssc.navy.mil/dmap/">http://dmap.nrlssc.navy.mil/dmap/</a>).&nbsp; <span lang="EN-GB" style="mso-ansi-language: EN-GB;">In this assignment, Dr. Thomas also chaired the NGB Technology Consortium that included partners from Industry, Government and Academia.&nbsp;&nbsp; </span></p> <p style="text-align: justify;">Born in Pensacola, Florida, in June, 1956, <span class="SpellE">LtCol</span> Thomas earned a Bachelor of Science degree in Electrical Engineering from the University of the State of New York, a Master of Arts degree in Mathematics from the University of West Florida, a <span class="SpellE">Masters</span> of Science in Military Arts and Sciences from the Air Command and Staff College (ACSC), a Masters in Strategic Studies from the Air War College and lastly<span class="GramE">&nbsp; finished</span> a Doctorate in Information Systems while stationed at Georgia Tech.&nbsp; His military education includes completion of the Army Signal Officers Basic Course at Ft. Gordon, Ga, the Basic Communications Officers Course at Keesler AFB, MS, Air Command and Staff College, and Air War College (AWC) at Maxwell AFB where he won the 2008 8th AF Award in Cyberspace Research.&nbsp;&nbsp;</p> <p style="text-align: justify;"><span class="SpellE">LtCol</span> Thomas&rsquo; awards and decorations include the NORAD System Support Facility (NSSF) Company Grade Officer of the Year (CGO) of the Year,&nbsp; First Air Force CGO of the Year, Air National Guard (ANG) Communications and Computer Professionalism Award, <span class="standardtext1"><span style="font-family: &quot;Times New Roman&quot;,serif;">Defense Meritorious Service Medal, Meritorious Service Medal, Air Force Commendation Medal, Air Reserve Meritorious Service Medal, Army Good Conduct Medal, Air Force (AF) Outstanding Unit Award</span></span> (with oak leaf cluster), <span class="standardtext1"><span style="font-family: &quot;Times New Roman&quot;,serif;">AF Organizational Excellence Award (with </span></span>Valor device), the Global War on Terrorism Medal, and the <span class="standardtext1"><span style="font-family: &quot;Times New Roman&quot;,serif;">National Defense Service Medal with Oak Leaf Cluster</span></span>. He has also been awarded the <span class="standardtext1"><span style="font-family: &quot;Times New Roman&quot;,serif;">Small Arms Expert Marksmanship Ribbon and while supervising the NGB CDX Technology Team, was recognized for outstanding combat support to Task Force Legion, Combined Joint Special Task Force, Arabian Peninsula, Iraq and Afghanistan. </span></span></p> <p style="text-align: justify;"><b><span lang="EN-GB" style="mso-ansi-language: EN-GB;">Personal Note</span></b><span lang="EN-GB" style="mso-ansi-language: EN-GB;"> - My personal goals include further research into GIS data modelling and simulation which should be greatly enhanced by the research opportunities that come from the resources here at Penn State.&nbsp; Resolution of conflation issues and incorporation of GIS referenced Hyperspectral and Multispectral Imagery is an interest I wish to pursue as well.&nbsp; My course on CyberGeomatic Intelligence is ready to begin in the summer of 2013. I have developed and am teaching <i>&quot;CyberGeography in War and Peace&quot;</i> which deals with the aspects of social network data in GeoInt, governance of the internet internationally and data analysis techniques of the data in geospatial terms.</span></p> <p style="text-align: justify;"><b><i><span lang="EN-GB" style="mso-ansi-language: EN-GB;">PS - Please call me &quot;Mike.&quot;</span></i></b></p> </td> </tr> <tr style="mso-yfti-irow: 1;"> <td style="padding: 0in; border: currentColor; border-image: none; width: 19%;" width="19%"> <p class="MsoNormal"><span style="mso-fareast-font-family: &quot;Times New Roman&quot;;">&nbsp;<o:p></o:p></span></p> </td> <td style="padding: 0in; border: currentColor; border-image: none; width: 42%;" width="42%"> <p style="text-align: justify;"></p> </td> <td style="padding: 0in; border: currentColor; border-image: none; width: 120%;" width="120%"></td> </tr> <tr style="mso-yfti-irow: 2;"> <td style="padding: 0in; border: currentColor; border-image: none; width: 19%;" width="19%"> <p class="MsoNormal"><b><span style="mso-fareast-font-family: &quot;Times New Roman&quot;;">&nbsp;</span></b></p> <p><b><span style="font-size: 10pt;">&nbsp;</span></b></p> </td> <td colspan="2" style="padding: 0in; border: currentColor; border-image: none; width: 81%;" width="81%"> <p align="center" style="text-align: center;">&nbsp;<script type="text/javascript" src="http://jg.revolvermaps.com/2/1.js?i=69w47s0i1v1&s=440&m=0&v=true&r=false&b=000000&n=false&c=ff0000" async="async"> </script></p> <p>&nbsp;<span style="mso-no-proof: yes; mso-fareast-font-family: &quot;Times New Roman&quot;;"><o:p></o:p></span></p> <p><span style="mso-no-proof: yes;">; </span></p> </td> </tr> <tr style="mso-yfti-irow: 3; mso-yfti-lastrow: yes;"> <td style="padding: 0in; border: currentColor; border-image: none; width: 19%;" width="19%"> <p class="MsoNormal"><span style="mso-fareast-font-family: &quot;Times New Roman&quot;;">&nbsp;<o:p></o:p></span></p> </td> <td colspan="2" style="padding: 0in; border: currentColor; border-image: none; width: 81%;" width="81%"> <p align="center" class="MsoNormal" style="text-align: center;"><span style="mso-fareast-font-family: &quot;Times New Roman&quot;;">&nbsp; </span>&nbsp;<a href="http://www.psu.edu/"><span style="font-size: 10pt;">Penn State Homepage</span></a></p> <p align="center" style="text-align: center;"><b><i><span style="font-size: 10pt;">Page created: Friday, 05-Jan-2007 09:01:31 EST</span></i></b><b><span style="font-size: 10pt;"> </span></b></p> <p align="center" style="text-align: center;"><b><i><span style="font-size: 10pt;">Last modified 20-Apr-2019</span></i></b></p> <div align="center" class="MsoNormal" style="text-align: center;"> <hr align="center" size="2" width="75%" /></div> <p align="center" style="text-align: center;"><span style="font-size: 10pt; mso-fareast-font-family: &quot;Times New Roman&quot;;"><script type="text/javascript"> var _clustrmaps = {'url' : 'http://psugeo.org', 'user' : 992556, 'server' : '3', 'id' : 'clustrmaps-widget', 'version' : 1, 'date' : '2012-03-10', 'lang' : 'en', 'corners' : 'square' };(function (){ var s = document.createElement('script'); s.type = 'text/javascript'; s.async = true; s.src = 'http://www3.clustrmaps.com/counter/map.js'; var x = document.getElementsByTagName('script')[0]; x.parentNode.insertBefore(s, x);})(); </script></span><span style="mso-fareast-font-family: &quot;Times New Roman&quot;;"><o:p>&nbsp;</o:p></span></p> </td> </tr> </tbody> </table> <p align="center" class="MsoNormal" style="text-align: center;"></p> <p><span style="font-size: 7.5pt;">&nbsp;</span></p> </div>