activity
20072022
most citedConstruction and impromptu repair of an MST in a distributed network with o(m) communication

7 citations · 7 across the 4 of their papers we have counts for

collaborators

10 papers

cs.DS2022

Computing (1+epsilon)-Approximate Degeneracy in Sublinear Time

Valerie King, Alex Thomo, Quinton Yong

The problem of finding the degeneracy of a graph is a subproblem of the k-core decomposition problem. In this paper, we present a (1 + epsilon)-approximate solution to the degenera…

cs.DC2021

Communication Costs in a Geometric Communication Network

Sima Hajiaghaei Shanjani, Valerie King

A communication network is a graph in which each node has only local information about the graph and nodes communicate by passing messages along its edges. Here, we consider the {\…

cs.DM2019

Random -out subgraph leaves only inter-component edges

Jacob Holm, Valerie King, Mikkel Thorup +2

Each vertex of an arbitrary simple graph on vertices chooses random incident edges. What is the expected number of edges in the original graph that connect different connec…

cs.DC2019

Faster asynchronous MST and low diameter tree construction with sublinear communication

Ali Mashreghi, Valerie King

Building a spanning tree, minimum spanning tree (MST), and BFS tree in a distributed network are fundamental problems which are still not fully understood in terms of time and comm…

cs.DC2019

Scalable and Secure Computation Among Strangers: Resource-Competitive Byzantine Protocols

John Augustine, Valerie King, Anisur R. Molla +2

Motivated, in part, by the rise of permissionless systems such as Bitcoin where arbitrary nodes (whose identities are not known apriori) can join and leave at will, we extend estab…

cs.DC2018

Correction to Byzantine Agreement in Expected Polynomial Time, JACM 2016

Valerie King, Jared Saia

This is a correction by the authors to "Byzantine Agreement in Expected Polynomial Time" which appeared in the Journal of the ACM in 2016. It corrects a failure in the paper to con…