Keshav Goyal

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20212025

most citedGilbert-Varshamov Bound for Codes in

L_{1}

Metric using Multivariate Analytic Combinatorics

3 citations · 3 across the 4 of their papers we have counts for

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cs.IT2024

Evaluating the Gilbert-Varshamov Bound for Constrained Systems

Keshav Goyal, Han Mao Kiah

We revisit the well-known Gilbert-Varshamov (GV) bound for constrained systems. In 1991, Kolesnik and Krachkovsky showed that GV bound can be determined via the solution of some op…

cs.IT2024★ 3 cited

Gilbert-Varshamov Bound for Codes in $L_{1}$ Metric using Multivariate Analytic Combinatorics

Keshav Goyal, Duc Tu Dao, Mladen Kovačević +1

Analytic combinatorics in several variables refers to a suite of tools that provide sharp asymptotic estimates for certain combinatorial quantities. In this paper, we apply these t…

Evaluating the Gilbert-Varshamov Bound for Constrained Systems

Gilbert-Varshamov Bound for Codes in L1​ Metric using Multivariate Analytic Combinatorics

Gilbert-Varshamov Bound for Codes in $L_{1}$ Metric using Multivariate Analytic Combinatorics