activity
20052026
most citedMinimum correlation for any bivariate Geometric distribution

4 citations · 12 across the 11 of their papers we have counts for

collaborators

13 papers

physics.soc-ph2026

Critical behavior of stochastic rumors on the one-dimensional integer lattice

Nevena Marić, Aleksandar Minić, Pablo M. Rodriguez

We study rumor-spreading models on the one-dimensional integer lattice, with particular emphasis on the effect of forgetting mechanisms on the long-term behavior of the rumor. We c…

math.CO2026

Hierarchical threshold structure in Max-Cut with geometric edge weights

Nevena Marić

We study a family of weighted Max-Cut instances on the complete graph in which edge weights decrease geometrically in lexicographic order: the -th edge has weight $r^{N-i}…

math.CO2025

An Explicit Formula for Vertex Enumeration in the CUT(n) Polytope via Probabilistic Methods

Nevena Marić

We present an explicit closed-form formula for the vertices of the classical cut polytope , defined as the convex hull of cut vectors of the complete graph $…

math.PR2022★ 1 cited

On the role of reduced habitat in the phase transition of a stochastic model for seed dispersal

Cristian F. Coletti, Nevena Marić, Pablo M. Rodriguez

Habitat loss is one of the biggest threats facing plant species nowadays. We formulate a simple mathematical model of seed dispersal on reduced habitats to discuss survival of the…

cs.DM2018

Cut polytope has vertices on a line

Nevena Maric

The cut polytope is the convex hull of the cut vectors in a complete graph with vertex set . It is well known in the area of combinatorial optimizati…

math.PR2017★ 2 cited

Bernoulli Correlations and Cut Polytopes

Mark Huber, Nevena Maric

Given symmetric Bernoulli variables, what can be said about their correlation matrix viewed as a vector? We show that the set of those vectors is a polytope…

math.PR2014★ 4 cited

Minimum correlation for any bivariate Geometric distribution

Mark Huber, Nevena Maric

Consider a bivariate Geometric random variable where the first component has parameter and the second parameter . It is not possible to make the correlation between the…

cond-mat.stat-mech2014★ 4 cited

Fleming-Viot particle system driven by a random walk on

Nevena Maric

Random walk on with negative drift and absorption at 0, when conditioned on survival, has uncountably many invariant measures (quasi-stationary distributions, qsd) $ν_…

math.PR2013

Multivariate distributions with fixed marginals and correlations

Mark Huber, Nevena Maric

Consider the problem of drawing random variates from a distribution where the marginal of each is specified, as well as the correlation between every pair…

math.PR2010

On minimum correlation in construction of multivariate distributions

Vanja Dukic, Nevena Maric

In this paper we present a method for exact generation of multivariate samples with pre-specified marginal distributions and a given correlation matrix, based on a mixture of Fréch…

math.PR2009★ 1 cited

Contact process in a wedge

J. Theodore Cox, Nevena Maric, Rinaldo B. Schinazi

We prove that the supercritical one-dimensional contact process survives in certain wedge-like space-time regions, and that when it survives it couples with the unrestricted contac…

math.PR2006

Quasi stationary distributions and Fleming-Viot processes in countable spaces

Pablo A. Ferrari, Nevena Maric

We consider an irreducible pure jump Markov process with rates Q=(q(x,y)) on Λ\cup\{0\} with Λcountable and 0 an absorbing state. A quasi-stationary distribution (qsd) is a probabi…

math.PR2005

Improved bounds for perfect simulation of a continuous one-dimensional loss network

Nancy L. Garcia, Nevena Maric

Perfect simulation of an one-dimensional loss network on with length distribution and cable capacity is performed using the clan of ancestors method. Domination of the…