Nur Hamid

collaborators

2 papers

math.CO2024

Jacobi polynomials, invariant rings, and generalized $t$ -designs

Himadri Shekhar Chakraborty, Nur Hamid, Tsuyoshi Miezaki +1

In the present paper, we provide results that relate the Jacobi polynomials in genus $g$ . We show that if a code is $t$ -homogeneous that is, the codewords of the code for every giv…

math.CO2024

Weight Enumerators of codes over $F_{2}$ and over $Z_{4}$

A. K. M. Selim Reza, Manabu Oura, Nur Hamid

Weight enumerators are important tools for deciphering the algebraic structure of the related code spaces and for understanding group actions on these spaces. Our study focuses on…

Jacobi polynomials, invariant rings, and generalized t-designs

Weight Enumerators of codes over F2​ and over Z4​

Jacobi polynomials, invariant rings, and generalized $t$ -designs

Weight Enumerators of codes over $F_{2}$ and over $Z_{4}$