NAVIGATION
Home
Research
Bookshelf
Garden
FIND ME ON
GitHub
LinkedIn
š±
A polynomial fāF[x]f\in\mathbb{F}[x]fāF[x] is said to be irreducible if fff is NOT divisible by any gāF[x]g\in\mathbb{F}[x]gāF[x] where 1ā¤degā”g<degā”f1\le\deg g<\deg f1ā¤degg<degf
Minimal Polynomial
Gauss's Formula
If an Irreducible Polynomial divides ab then it divides a or b
Irreducible Factorization
Unique Factorization Theorem for Polynomials