most citedA problem of Wang on Davenport constant for the multiplicative semigroup of the quotient ring of $\F_2[x]$

14 citations · 14 across the 1 of their papers we have counts for

collaborators

3 papers

math.CO2018

On the modular Erdős-Burgess constant

Jun Hao, Haoli Wang, Lizhen Zhang

Let be a positive integer. For any integer , we say that is idempotent modulo if . The -modular Erdős-Burgess constant is the smallest positiv…

math.CO2018

On the Erdős-Burgess constant of the multiplicative semigroup of a factor ring of

Haoli Wang, Jun Hao, Lizhen Zhang

Let be a commutative semigroup endowed with a binary associative operation . An element of is said to be idempotent if . The {\sl Erdős-Bu…

math.CO2015★ 14 cited

A problem of Wang on Davenport constant for the multiplicative semigroup of the quotient ring of $\F_2[x]$

Lizhen Zhang, Haoli Wang, Yongke Qu

Let $\F_q[x]$ be the ring of polynomials over the finite field $\F_q$, and let be a polynomial of $\F_q[x]$. Let $R=\frac{\F_q[x]}{(f)}$ be a quotient ring of $\F_q[x]$ with $0…