Original paper
Steady state and intermittency in the critical branching random walk with arbitrary total number of offspring
Abstract
For the critical branching random walk on the lattice Zd, in the case of an arbitrary total number of produced offspring spreading on the lattice from the parental particle, the existence of a limit distribution (which corresponds to a steady state (or statistical equilibrium)) of the population is proved. If the second factorial moment of the total number of offspring is much larger than the square of the first factorial moment, then the limit...
Paper Details
Title
Steady state and intermittency in the critical branching random walk with arbitrary total number of offspring
Published Date
Oct 8, 2018
Volume
26
Issue
1
Pages
47 - 63
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Notes
History