B.
David Saunders
Exact linear algebra research:    LinBox library at linalg.org.    Publications.
Misc:    Clippings from the input stream,    The STL Documentation at SGI .

Office Hours: 10-11am TR or contact me for an appointment.
email: saunders@cis.udel.edu, Phone: 302-831-6238, fax: 302-831-8458, photo , vitae(pdf),
Snail mail: Dept of Computer and Information Sciences, / College of Engineering, University of Delaware, / Newark, / DE / 19716

Courses

  • Fall 2011/Spring 2012: Sabbatical leave
  • Courses past.

    Student Activity Links:

  • Programming contests, Annual ACM Collegiate Programming Contests (and others).
  • ACM, UDel's student chapter of the Association for Computing Machinery.
  • UPE, Upsilon Pi Epsilon, the international honor society for the Computing Sciences. John Cavazos is 2007/08 UPE advisor.
  • CISGSA, Computer Science Graduate Student Association.
  • LUG, the Linux Users Group.

    Computer Algebra Research Links:

  • ECCAD '12, May 12, 2012, Rochester, Michigan.
  • The ECCAD conferences.
  • ACA '12, June 25-28, 2012, Sofia, Bulgaria.
  • ISSAC '12, July 22-25, 2012, Grenoble, France.
  • LinBox, a C++ template library for exact linear algebra.
  • A publication list, some brief abstracts.
  • SIG Theory and ALG seminars, see CIS calendar.
  • Discrete Math seminars.
  • The directory eecis.udel.edu:/usr/local/algebra/ contains Gap, Maple, NTL, Saclib, LinBox, etc.
  • SIG-Newgrad talk(pdf).
  • Journal of Symbolic Computation.

    Misc.

  • ILAS is the International Linear Algebra Society.
  • SIGSAM is the ACM Special Interest Group on Symbolic and Algebraic Manipulation.
  • The Standard Template Library.
  • Take a walk with the Wilmington Trail Club.

    I study computationalgebraicomputation. ...You get the idea: something to do with computing and something to do with pushing mathematical symbols around. The words are run together to indicate the fact that the practice of algebra and of computing have much in common, the more so in the discipline called Computer Algebra. I am specifically interested in computational exact linear algebra, (matrix problems where the entries are integers and/or expressions in parameters and indeterminates and where exact, complete solutions are sought). To that end I care about anything it takes: algorithms, languages, machines, system design issues, parallel and distributed computing, ....

    B. David Saunders, Professor, Department of Computer Science, University of Delaware