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== Andrew W. Haddad  ==
 
== Andrew W. Haddad  ==
  
 
[[Image:Carcass.jpg|120px]]  
 
[[Image:Carcass.jpg|120px]]  
  
Research Assistant for Professor [[User:Mboutin|Mimi Boutin]] in the [[Computational Imaging Lab]]. Graduate Student in [[Computer Science]].  
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Research Assistant for Professor [[User:Mboutin|Mimi Boutin]] in the [[Computational Imaging Lab]]. Graduate Student in [[ECE|Electrical and Computer Engineering]].  
 
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View my [http://www.andrewwhaddad.com/ Personal Website].
 
View my [http://www.andrewwhaddad.com/ Personal Website].
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==Publications==
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*Paul Gestwicki, Andrew Haddad, Austin Toombs, Fu-Shing Sun, An experience report and analysis of Java technologies in undergraduate game programming courses, Journal of Computing Sciences in Colleges, Volume 25 ,  Issue 1  (October 2009), p. 102-108.
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*A. Haddad, M. Boutin, "Rhea: a student-driven tool for enhancing the educational experience", to appear in Journal of Computing Sciences in Colleges (2010). This paper will be presented at the [http://www.ccsc.org/midwest/ Consortium for Computing Science in Colleges-Midwest Conference], Franklin, Indiana, Sept. 24-25, 2010.
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https://www.projectrhea.org/rhiteboard/cammtest.jpg
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Latest revision as of 08:22, 21 December 2010

Andrew W. Haddad

Carcass.jpg

Research Assistant for Professor Mimi Boutin in the Computational Imaging Lab. Graduate Student in Electrical and Computer Engineering. View my Personal Website.

Publications

  • Paul Gestwicki, Andrew Haddad, Austin Toombs, Fu-Shing Sun, An experience report and analysis of Java technologies in undergraduate game programming courses, Journal of Computing Sciences in Colleges, Volume 25 , Issue 1 (October 2009), p. 102-108.
  • A. Haddad, M. Boutin, "Rhea: a student-driven tool for enhancing the educational experience", to appear in Journal of Computing Sciences in Colleges (2010). This paper will be presented at the Consortium for Computing Science in Colleges-Midwest Conference, Franklin, Indiana, Sept. 24-25, 2010.

cammtest.jpg


Alumni Liaison

Basic linear algebra uncovers and clarifies very important geometry and algebra.

Dr. Paul Garrett