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

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2 papers · 1 filter

cs.IT2023

Minimal and Optimal binary codes obtained using $C_{D}$ -construction over the non-unital ring $I$

Vidya Sagar, Ritumoni Sarma

In this article, we construct linear codes over the commutative non-unital ring $I$ of size four. We obtain their Lee-weight distributions and study their binary Gray images. Under…

cs.IT2023★ 1 cited

Codes over the non-unital non-commutative ring $E$ using simplicial complexes

Vidya Sagar, Ritumoni Sarma

There are exactly two non-commutative rings of size $4$ , namely, $E = ⟨ a, b ∣ 2 a = 2 b = 0, a^{2} = a, b^{2} = b, ab = a, ba = b ⟩$ and its opposite ring $F$ . These ri…

Minimal and Optimal binary codes obtained using CD​-construction over the non-unital ring I

Codes over the non-unital non-commutative ring E using simplicial complexes

Minimal and Optimal binary codes obtained using $C_{D}$ -construction over the non-unital ring $I$

Codes over the non-unital non-commutative ring $E$ using simplicial complexes