Department of Mathematics
Pittsburg State University
Up until the turn of the century, much of the work in abstract algebra was computational in nature. Then David Hilbert arrived on the scene and existance proofs became prominent. Now with the advent of more powerful computers and the development of Grobner basis theory, the pendulum is swinging back towerds computational methods. We will discuss what a Grobnet basis is and why it is special, along with several applications of Grobner basis technique (for example, solving a system of polynomial equations)
Tuesday, September 28, 1999
2:00 p.m.
Yates 215
Students are encouraged to attend.
There will be cookies and conversation afterwards in Yates 210.