activity
20122020
most citedSpread of a Catalytic Branching Random Walk on a Multidimensional Lattice

26 citations · 107 across the 8 of their papers we have counts for

collaborators

9 papers

math.PR2020

On the maximal displacement of catalytic branching random walk

Ekaterina Vl. Bulinskaya

We study the distribution of the maximal displacement of particles positions for the whole time of the population existence in the model of critical and subcritical catalytic branc…

math.PR2019★ 9 cited

Fluctuations of propagation front in catalytic branching walk

Ekaterina Vl. Bulinskaya

We consider a supercritical catalytic branching random walk (CBRW) on a multidimensional lattice Z^d (d is positive integer). The main subject of study is the behavior of particles…

math.PR2019★ 7 cited

Catalytic Branching Random Walk with Semi-exponential Increments

Ekaterina Vl. Bulinskaya

A catalytic branching random walk on a multidimensional lattice, with arbitrary finite number of catalysts, is studied in supercritical regime. The dynamics of spatial spread of th…

math.PR2018★ 18 cited

Maximum of Catalytic Branching Random Walk with Regularly Varying Tails

Ekaterina Vl. Bulinskaya

For a continuous-time catalytic branching random walk (CBRW) on Z, with an arbitrary finite number of catalysts, we study the asymptotic behavior of position of the rightmost parti…

math.PR2016★ 26 cited

Spread of a Catalytic Branching Random Walk on a Multidimensional Lattice

Ekaterina Vl. Bulinskaya

For a supercritical catalytic branching random walk on Z^d (d is positive integer) with an arbitrary finite catalysts set we study the spread of particles population as time grows…

math.PR2015★ 13 cited

Strong and weak convergence of population size in supercritical catalytic branching process

Ekaterina Vl. Bulinskaya

A general model of catalytic branching process (CBP) with any finite number of catalysis centers in a discrete space is studied. More exactly, it is assumed that particles move in…