activity
20072017
most citedThroughput Scaling in Random Wireless Networks: A Non-Hierarchical Multipath Routing Strategy

1 citations · 1 across the 6 of their papers we have counts for

collaborators

7 papers

cs.IT2017

Row-Centric Lossless Compression of Markov Images

Matthew G. Reyes, David L. Neuhoff

Motivated by the question of whether the recently introduced Reduced Cutset Coding (RCC) offers rate-complexity performance benefits over conventional context-based conditional cod…

cs.OH2017

Correct Convergence of Min-Sum Loopy Belief Propagation in a Block Interpolation Problem

Yutong Wang, Matthew G. Reyes, David L. Neuhoff

This work proves a new result on the correct convergence of Min-Sum Loopy Belief Propagation (LBP) in an interpolation problem on a square grid graph. The focus is on the notion of…

cs.IT2016

Cutset Width and Spacing for Reduced Cutset Coding of Markov Random Fields

Matthew G. Reyes, David L. Neuhoff

In this paper we explore tradeoffs, regarding coding performance, between the thickness and spacing of the cutset used in Reduced Cutset Coding (RCC) of a Markov random field image…

cs.IT2016

Minimum Conditional Description Length Estimation for Markov Random Fields

Matthew G. Reyes, David L. Neuhoff

In this paper we discuss a method, which we call Minimum Conditional Description Length (MCDL), for estimating the parameters of a subset of sites within a Markov random field. We…

cs.IT2015

Multidimensional Manhattan Sampling and Reconstruction

Matthew A. Prelee, David L. Neuhoff

This paper introduces Manhattan sampling in two and higher dimensions, and proves sampling theorems. In two dimensions, Manhattan sampling, which takes samples densely along a Manh…

cs.IT2007★ 1 cited

Throughput Scaling in Random Wireless Networks: A Non-Hierarchical Multipath Routing Strategy

Awlok Josan, Mingyan Liu, David L. Neuhoff +1

Franceschetti et al. have recently shown that per-node throughput in an extended, ad hoc wireless network with randomly distributed nodes and multihop routing can be increas…