Engineering↗
Splitting Separable Algebras over Finite Fields
Decomposing a finite-dimensional commutative algebra over a finite field into its simple components, generalising polynomial factorisation.
Every page in the KEVOS library tagged Berlekamp. 2 pages.
Decomposing a finite-dimensional commutative algebra over a finite field into its simple components, generalising polynomial factorisation.
Berlekamp's linear algebra approach to factoring over a finite field, the Berlekamp subalgebra, and when it outperforms the GCD pipeline.