paper

Computer Algebra of Vector Bundles, Foliations and Zeta Functions and a Context of Noncommutative Geometry

arXiv:math/0101202

Abstract

We present some methods and results in the application of algebraic geometry and computer algebra to the study of algebraic vector bundles, foliations and zeta functions. A connection of the methods and results with noncommutative geometry will be consider.

20 pages

Computer Algebra of Vector Bundles, Foliations and Zeta Functions and a Context of Noncommutative Geometry · wovepaper