Davenport constant equality for multiplicative semigroups of polynomial quotient rings
Let p>2p>2p>2 be a prime, let f(x)∈Fp[x]f(x)\in \mathbb{F}_p[x]f(x)∈Fp[x] be a non-constant polynomial, and let Sf(x)p\mathcal{S}_{f(x)}^pSf(x)p denote the multiplicative semigroup of the quotient ring…