activity
20162021
most citedUtilizing Network Structure to Bound the Convergence Rate in Markov Chain Monte Carlo Algorithms

1 citations · 1 across the 10 of their papers we have counts for

collaborators

10 papers

math.PR2021

de Finetti Style Theorems With Applications to Network Analysis

Andras Farago

A classic and fundamental result about the decomposition of random sequences into a mixture of simpler ones is de Finetti's Theorem. In its original form it applies to infinite 0-1…

cs.NI2021

Routing Packet Traffic via Enhanced Access Control List for Network Congestion Avoidance

Zohre Ranjbar Mojaveri, Andras Farago

Filtering packet traffic and rules of permit/denial of data packets into network nodes are granted by facilitating Access Control Lists (ACL). This paper proposes a procedure of ad…

cs.PF2020

On Non-Markovian Performance Models

Andras Farago

We present an approach that can be useful when the network or system performance is described by a model that is not Markovian. Although most performance models are based on Markov…

cs.DM2020

A General Dependency Structure for Random Graphs and Its Effect on Monotone Properties

Zohre Ranjbar-Mojaveri, Andras Farago

We consider random graphs in which the edges are allowed to be dependent. In our model the edge dependence is quite general, we call it -robust random graph. It means that every…

cs.DS2019

The Landscape of Minimum Label Cut (Hedge Connectivity) Problem

Rupei Xu, András Faragó

Minimum Label Cut (or Hedge Connectivity) problem is defined as follows: given an undirected graph with vertices and edges, in which, each edge is labeled (with…

cs.DC2019

Job Edge-Fog Interconnection Network Creation Game in Internet of Things

Rupei Xu, András Faragó, Jason P. Jue

This is the first paper to address the topology structure of Job Edge-Fog interconnection network in the perspective of network creation game. A two level network creation game mod…