Primer of Algebraic Geometry

Discover the intricate world of algebraic geometry with the Primer of Algebraic Geometry by Huishi Li. Published by Taylor & Francis Inc in 2000, this comprehensive hardback spans 392 pages and serves as an essential resource for students and professionals alike. Delve into the structure of algebras as they relate to representation theory of groups, utilizing general ring theoretic methods. The book covers a wide range of topics including affine algebraic sets, the nullstellensatz, polynomial and rational functions, and projective algebraic sets. Additionally, explore Groebner bases, the dimension of algebraic sets, local theory, and the fascinating realms of curves and elliptic curves. Whether you're looking to enhance your understanding or apply these concepts in mathematical optimization, this primer is a must-have for your collection.