Infrastructure (number theory)

Integrable module

Inverse element

Invertible module

Irreducible polynomial

K-theory (physics)

Kernel (algebra)

Laws of Form

Lie operad

Linearly disjoint

List of algebraic constructions

Map algebra

{wiki=Matrix_factorization_of_a_polynomial}


Matrix factorization of a polynomial

Median algebra

Minimal algebra

Mode-k flattening

Moderne Algebra

Module homomorphism

Monomial

Monomial basis

{wiki=Algebra}

Algebra is a branch of mathematics that deals with symbols and the rules for manipulating those symbols to solve equations and understand relationships between quantities. At its core, algebra involves the use of letters (often referred to as variables) to represent numbers or values in mathematical expressions and equations. Key concepts in algebra include: 1. **Variables**: Symbols (usually letters) that represent unknown values (e.g., \\( x \\), \\( y \\)).


Algebra

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 Children: Algebra