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math.PR2018
Steady state for the subcritical contact branching random walk on the lattice with the arbitrary number of offspring and with immigration
Elena Chernousova, Yaqin Feng, Stanislav Molchanov +1
We consider the subcritical contact branching random walk on Zd in continuous time with the arbitrary number of offspring and with immigration. We prove the existence of the steady…
math.PR2018
Steady states of lattice population models with immigration
Elena Chernousova, Yaqin Feng, Stanislav Molchanov +1
We consider the time evolution of the lattice subcritical Galton-Watson model with immigration. We prove Carleman type estimation for the cumulants in the simple case (binary split…