On hardness of approximation of parameterized set cover and label cover: Threshold graphs from error correcting codes
CS Karthik, LN Inbal - Symposium on Simplicity in Algorithms (SOSA), 2021 - SIAM
Abstract In the (k, h)-SetCover problem, we are given a collection S of sets over a universe
U, and the goal is to distinguish between the case that S contains k sets which cover U, from …
U, and the goal is to distinguish between the case that S contains k sets which cover U, from …
[PDF][PDF] On Hardness of Approximation of Parameterized Set Cover and Label Cover: Threshold Graphs from Error Correcting Codes
CS Karthik, I Livni-Navon - 2021 - academia.edu
Abstract In the (k, h)-SetCover problem, we are given a collection S of sets over a universe
U, and the goal is to distinguish between the case that S contains k sets which cover U, from …
U, and the goal is to distinguish between the case that S contains k sets which cover U, from …
On Hardness of Approximation of Parameterized Set Cover and Label Cover: Threshold Graphs from Error Correcting Codes
CS Karthik, I Livni-Navon - 4th Symposium on Simplicity in …, 2021 - researchwithrutgers.com
Abstract In the (k, h)-SetCover problem, we are given a collection S of sets over a universe
U, and the goal is to distinguish between the case that S contains k sets which cover U, from …
U, and the goal is to distinguish between the case that S contains k sets which cover U, from …
[HTML][HTML] On Hardness of Approximation of Parameterized Set Cover and Label Cover: Threshold Graphs from Error Correcting Codes
CS Karthik, I Livni-Navon - researchain.net
Abstract In the (k, h)-SetCover problem, we are given a collection S of sets over a universe
U, and the goal is to distinguish between the case that S contains k sets which cover U, from …
U, and the goal is to distinguish between the case that S contains k sets which cover U, from …
On Hardness of Approximation of Parameterized Set Cover and Label Cover: Threshold Graphs from Error Correcting Codes
S Karthik C, I Livni-Navon - arXiv e-prints, 2020 - ui.adsabs.harvard.edu
Abstract In the $(k, h) $-SetCover problem, we are given a collection $\mathcal {S} $ of sets
over a universe $ U $, and the goal is to distinguish between the case that $\mathcal {S} …
over a universe $ U $, and the goal is to distinguish between the case that $\mathcal {S} …
On Hardness of Approximation of Parameterized Set Cover and Label Cover: Threshold Graphs from Error Correcting Codes
CS Karthik, LN Inbal - Symposium on Simplicity in Algorithms (SOSA), 2021 - SIAM
Abstract In the (k, h)-SetCover problem, we are given a collection S of sets over a universe
U, and the goal is to distinguish between the case that S contains k sets which cover U, from …
U, and the goal is to distinguish between the case that S contains k sets which cover U, from …
[PDF][PDF] On hardness of approximation of parameterized set cover and label cover: threshold graphs from error correcting codes
CS Karthik, LN Inbal - 2021 - scholarship.libraries.rutgers.edu
Abstract In the (k, h)-SetCover problem, we are given a collection S of sets over a universe
U, and the goal is to distinguish between the case that S contains k sets which cover U, from …
U, and the goal is to distinguish between the case that S contains k sets which cover U, from …
[PDF][PDF] On Hardness of Approximation of Parameterized Set Cover and Label Cover: Threshold Graphs from Error Correcting Codes
CS Karthik, I Livni-Navon - 2021 - academia.edu
Abstract In the (k, h)-SetCover problem, we are given a collection S of sets over a universe
U, and the goal is to distinguish between the case that S contains k sets which cover U, from …
U, and the goal is to distinguish between the case that S contains k sets which cover U, from …
On hardness of approximation of parameterized set cover and label cover: threshold graphs from error correcting codes
CS Karthik, LN Inbal - Symposium on Simplicity in …, 2021 - scholarship.libraries.rutgers.edu
Abstract In the (k, h)-SetCover problem, we are given a collection S of sets over a universe
U, and the goal is to distinguish between the case that S contains k sets which cover U, from …
U, and the goal is to distinguish between the case that S contains k sets which cover U, from …