Vidya Sagar

activity

20222026

C_{D}

-codes over

F_{2} [x] / ⟨ x^{3} - x ⟩

are really nice!

4 citations · 6 across the 9 of their papers we have counts for

collaborators

Showing 2024Show all

2 papers · 1 filter

cs.IT2024

On the Structure of Two-Dimensional Constacyclic Codes using Common Zero Sets

Vidya Sagar, Shikha Patel, Ashutosh Singh +1

We consider two-dimensional $(λ_{1}, λ_{2})$ -constacyclic codes over $F_{q}$ of area $M N$ , where $q$ is some power of prime $p$ with $g cd (M, p) = 1$ and $g cd (N, p) = 1$ . With the…

cs.IT2024★ 4 cited

Subfield codes of $C_{D}$ -codes over $F_{2} [x] / ⟨ x^{3} - x ⟩$ are really nice!

Anuj Kumar Bhagat, Ritumoni Sarma, Vidya Sagar

A non-zero $F$ -linear map from a finite-dimensional commutative $F$ -algebra to $F$ is called an $F$ -valued trace if its kernel does not contain…

On the Structure of Two-Dimensional Constacyclic Codes using Common Zero Sets

Subfield codes of CD​-codes over F2​[x]/⟨x3−x⟩ are really nice!

Subfield codes of $C_{D}$ -codes over $F_{2} [x] / ⟨ x^{3} - x ⟩$ are really nice!