activity
20122022
most citedPositive and zero temperature polymer models

3 citations · 3 across the 2 of their papers we have counts for

collaborators

7 papers

math.PR2022

Queuing models with Mittag-Leffler inter-event times

Jacob Butt, Nicos Georgiou, Enrico Scalas

We study three non-equivalent queueing models in continuous time that each generalise the classical M/M/1 queue in a different way. Inter-event times in all models are Mittag-Leffl…

q-bio.QM2019

Theoretical and numerical considerations of the assumptions behind triple closures in epidemic models on networks

Nicos Georgiou, IstvÁn Z. Kiss, PÉter Simon

Networks are widely used to model the contact structure within a population and in the resulting models of disease spread. While networks provide a high degree of realism, the anal…

math.ST2019

A new method for the robust characterisation of pairwise statistical dependency between point processes

Antoine Messager, Nicos Georgiou, Luc Berthouze

The robust detection of statistical dependencies between the components of a complex system is a key step in gaining a network-based understanding of the system. Because of their s…

math.PR2018

A Large deviation principle for last passage times in an asymmetric Bernoulli potential

Federico Ciech, Nicos Georgiou

We prove a large deviation principle and give an expression for the rate function, for the last passage time in a Bernoulli environment. The model is exactly solvable and its invar…

math.PR2018

Last passage percolation in an exponential environment with discontinuous rates

Federico Ciech, Nicos Georgiou

We prove a strong law of large numbers for directed last passage times in an independent but inhomogeneous exponential environment. Rates for the exponential random variables are o…

math.PR2017

Order of the variance in the discrete Hammersley process with boundaries

Federico Ciech, Nicos Georgiou

We discuss the order of the variance on a lattice analogue of the Hammersley process with boundaries, for which the environment on each site has independent, Bernoulli distributed…