activity
20122020
most citedColoring Down: -approximation for special cases of the weighted tree augmentation problem

10 citations · 10 across the 4 of their papers we have counts for

collaborators

5 papers

cs.DS2020

Symmetric Linear Programming Formulations for Minimum Cut with Applications to TSP

Robert D. Carr, Jennifer Iglesias, Giuseppe Lanciac +1

We introduce multiple symmetric LP relaxations for minimum cut problems. The relaxations give optimal and approximate solutions when the input is a Hamiltonian cycle. We show that…

cs.DS201710 cited

Coloring Down: -approximation for special cases of the weighted tree augmentation problem

Jennifer Iglesias, R. Ravi

In this paper, we investigate the weighted tree augmentation problem (TAP), where the goal is to augment a tree with a minimum cost set of edges such that the graph becomes two edg…

cs.DS2017

Single-sink Fractionally Subadditive Network Design

Guru Guruganesh, Jennifer Iglesias, R. Ravi +1

We study a generalization of the Steiner tree problem, where we are given a weighted network together with a collection of subsets of its vertices and a root . We wish t…

cs.NI2016

Balls and Funnels: Energy Efficient Group-to-Group Anycasts

Jennifer Iglesias, Rajmohan Rajaraman, R. Ravi +1

We introduce group-to-group anycast (g2g-anycast), a network design problem of substantial practical importance and considerable generality. Given a collection of groups and requir…

math.CO2012

Computing with voting trees

Jennifer Iglesias, Nathaniel Ince, Po-Shen Loh

The classical paradox of social choice theory asserts that there is no fair way to deterministically select a winner in an election among more than two candidates; the only definit…