Abstract Algebra | ZF Axioms | Math Set Theory | Number Theory | Groups | Quotient Groups | Rings | Commutative Rings | Fields | Actions | Modules | Vector Spaces | Linear Operators and Matrices | Inner Product Spaces | Tensors | Exterior Algebras | Theory | Polynomial Rings | Category Theory |
Abstract Algebra
To me, Algebra is a branch of Mathematics that deals with symbols and the rules for manipulating those symbols. It really is the foundation of all Mathematics because it sets up and sets out the written language of math. Without algebra we would have no powerful method of communicating our Mathematical ideas (to humans or computers) and progress would essentially ground to a halt.Set Theory
Number Theory
Groups
Quotient Groups
Rings
Commutative Rings
Fields
Actions
Modules
Vector Spaces
Linear Operators and Matrices
Inner Product Spaces
Tensors
Exterior Algebras
Theory
Polynomial Rings
Category Theory
| 07dec16 | admin |