activity
20152018
most citedQueues on a dynamically evolving graph

4 citations · 9 across the 7 of their papers we have counts for

collaborators

7 papers

math.PR2018

Breaking of ensemble equivalence for perturbed Erdős-Rényi random graphs

F. den Hollander, M. Mandjes, A. Roccaverde +1

In [18] we analysed a simple undirected random graph subject to constraints on the total number of edges and the total number of triangles. We considered the dense regime in which…

math.PR2017★ 4 cited

Queues on a dynamically evolving graph

Michel Mandjes, Nicos Starreveld, René Bekker

This paper considers a population process on a dynamically evolving graph, which can be alternatively interpreted as a queueing network. The queues are of infinite-server type, ent…

math.PR2017★ 1 cited

Dynamic Erdős-Rényi graphs

M. Mandjes, N. J. Starreveld, R. Bekker +1

We propose two classes of dynamic versions of the classical Erdős-Rényi graph: one in which the transition rates are governed by an external regime process, and one in which the tr…

math.PR2017

Ensemble equivalence for dense graphs

F. den Hollander, M. Mandjes, A. Roccaverde +1

In this paper we consider a random graph on which topological restrictions are imposed, such as constraints on the total number of edges, wedges, and triangles. We work in the dens…

math.PR2017★ 2 cited

Occupation times for the finite buffer fluid queue with phase-type ON-times

N. J. Starreveld, R. Bekker, M. Mandjes

In this short communication we study a fluid queue with a finite buffer. The performance measure we are interested in is the occupation time over a finite time period, i.e., the fr…

math.PR2016★ 2 cited

Occupation times of alternating renewal processes with Lévy applications

N. J. Starreveld, R. Bekker, M. Mandjes

This paper presents a set of results relating to the occupation time of a process . The first set of results concerns exact characterizations of for $t\geq0…

math.PR2015

Transient analysis of one-sided Lévy-driven queues

Nicos Starreveld, René Bekker, Michel Mandjes

In this paper we analyze the transient behavior of the workload process in a Lévy input queue. We are interested in the value of the workload process at a random epoch; this epoch…