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20232026
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cs.IT2026

New Constructions of Additive MDS TRS Codes

Anuj Kumar Bhagat, Ankit Yadav, Ritumoni Sarma

Additive codes over finite fields generalize linear codes, and additive MDS codes provide a natural extension of linear MDS codes. In this article, we study additive twisted Reed--…

cs.IT2026

Cryptographic Applications of Twisted Goppa Codes

Harshdeep Singh, Anuj Kumar Bhagat, Ritumoni Sarma +1

This article defines multi-twisted Goppa (MTG) codes as subfield subcodes of duals of multi-twisted Reed-Solomon (MTRS) codes and examines their properties. We show that if is…

cs.IT2026

On the Euclidean duals of the cyclic codes generated via cyclotomic polynomials

Anuj Kumar Bhagat, Ritumoni Sarma

For a natural number which is co-prime to Char, let and denote the cyclic codes of length over genera…

cs.IT2025

Optimal binary codes from -codes over a non-chain ring

Ankit Yadav, Ritumoni Sarma, Anuj Kumar Bhagat

In \cite{shi2022few-weight}, Shi and Li studied -codes over the ring and their binary Gray images, wh…

cs.IT2025

Non-RS MDS Codes via Row-Column Twists

Anuj Kumar Bhagat, Harshdeep Singh, Ritumoni Sarma

This article introduces a new class of codes, called row-column twisted Reed--Solomon (RCTRS) codes, motivated by the constructions in (Beelen et al. \cite{beelen2017twisted}) and…

cs.IT2025

-cyclic codes over and their applications in the construction of quantum codes

Akanksha, Anuj Kumar Bhagat, Ritumoni Sarma

In this article, for a finite field and a natural number let denote the product ring Firstly, for an automorphism of $\mathc…