Mokshi Goyal

activity

20152022

most citedPolyadic cyclic codes over a non-chain ring

F_{q} [u, v] / ⟨ f (u), g (v), uv - v u ⟩

3 citations · 5 across the 5 of their papers we have counts for

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math.NT2016★ 1 cited

Quadratic residue codes over the ring $F_{p} [u] / ⟨ u^{m} - u ⟩$ and their Gray images

Mokshi Goyal, Madhu Raka

Let $m \geq 2$ be any natural number and let $R = F_{p} + u F_{p} + u^{2} F_{p} + \dots + u^{m - 1} F_{p}$ be a finite non-chain ring, where $u^{m} = u$ an…

math.NT2015

$(1 - 2 u^{3})$ -constacyclic codes and quadratic residue codes over $F_{p} [u] / ⟨ u^{4} - u ⟩$

Madhu Raka, Leetika Kathuria, Mokshi Goyal

Let $R = F_{p} + u F_{p} + u^{2} F_{p} + u^{3} F_{p}$ with $u^{4} = u$ be a finite non-chain ring, where $p$ is a prime congruent to $1$ modulo $3$ . In t…

Quadratic residue codes over the ring Fp​[u]/⟨um−u⟩ and their Gray images

(1−2u3)-constacyclic codes and quadratic residue codes over Fp​[u]/⟨u4−u⟩

Quadratic residue codes over the ring $F_{p} [u] / ⟨ u^{m} - u ⟩$ and their Gray images

$(1 - 2 u^{3})$ -constacyclic codes and quadratic residue codes over $F_{p} [u] / ⟨ u^{4} - u ⟩$