MATH 4370

MATH 4370

Course information provided by the 2014-2015 Catalog.

Introduction to Gröbner bases theory, which is the foundation of many algorithms in computational algebra. In this course, students learn how to compute a Gröbner basis for polynomials in many variables. Covers the following applications: solving systems of polynomial equations in many variables, solving diophantine equations in many variables, 3-colorable graphs, and integer programming. Such applications arise, for example, in computer science, engineering, economics, and physics.


Prerequisites/Corequisites Prerequisite: linear algebra (MATH 2940, MATH 2210, or MATH 4310).

Distribution Category (MQR)

When Offered Spring.

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Syllabi: none
  •   Regular Academic Session. 

  • 4 Credits Stdnt Opt

  •  5718 MATH 4370   LEC 001

  • Instruction Mode: In Person