Cryptography, Blockchain, Ethereum, Loopring, Learning.
down into smaller polynomials (from the power of original polynomial). In the case of GF(2^3) our irreducible polynomial is x³+x+1. If we divide x⁴+ x³+1 with our irreducible prime, we ultimately getx²+x which exists in our set — yay! Closing It seems quite mundane to go over such a basic concept