Manik Dhar

activity

20172026

most citedFlow-GAN: Combining Maximum Likelihood and Adversarial Learning in Generative Models

70 citations · 129 across the 18 of their papers we have counts for

collaborators

Showing 2023Show all

3 papers · 1 filter

math.CA2023

$(n, k)$ -Besicovitch sets do not exist in $Z_{p}^{n}$ and $Z^^{n}$ for $k \geq 2$

Manik Dhar

Besicovitch showed that a compact set in $R^{n}$ which contains a unit line segment in every direction can have measure $0$ . These constructions also work over other metric…

cs.IT2023★ 2 cited

AG Codes Achieve List-decoding Capacity over Constant-sized Fields

Joshua Brakensiek, Manik Dhar, Sivakanth Gopi +1

The recently-emerging field of higher order MDS codes has sought to unify a number of concepts in coding theory. Such areas captured by higher order MDS codes include maximally rec…

cs.IT2023★ 1 cited

Generalized GM-MDS: Polynomial Codes are Higher Order MDS

Joshua Brakensiek, Manik Dhar, Sivakanth Gopi

The GM-MDS theorem, conjectured by Dau-Song-Dong-Yuen and proved by Lovett and Yildiz-Hassibi, shows that the generator matrices of Reed-Solomon codes can attain every possible con…

(n,k)-Besicovitch sets do not exist in Zpn​ and Z^n for k≥2

AG Codes Achieve List-decoding Capacity over Constant-sized Fields

Generalized GM-MDS: Polynomial Codes are Higher Order MDS

$(n, k)$ -Besicovitch sets do not exist in $Z_{p}^{n}$ and $Z^^{n}$ for $k \geq 2$