Titlebook: In and Out of Equilibrium 3: Celebrating Vladas Sidoravicius; Maria Eulália Vares,Roberto Fernández,Charles M. N Book 2021 The Editor(s) (

MENT

paragon

Approximate and Exact Solutions of Intertwining Equations Through Random Spanning Forests,ns in their convex hull. Motivated by signal processing problems and metastability studies we are interested in the case when the size of such families is . than the size of the state space, and we want such distributions to be with “small overlap” among them. To this aim we introduce a . function t

deceive

Bernoulli Hyperplane Percolation,pendently at random. We extend the results about Bernoulli line percolation showing that the model undergoes a non-trivial phase transition and proving the existence of a transition from exponential to power-law decay within some regions of the subcritical phase.

Water-Brash

Fulsome

Debark

BRAVE

Geodesic Rays and Exponents in Ergodic Planar First Passage Percolation, shape is the .. ball and that there are exactly four infinite geodesics starting at the origin a.s. In addition we determine the exponents for the variance and wandering of finite geodesics. We show that the variance and wandering exponents do not satisfy the relationship of .?=?2.???1 which is exp

補(bǔ)角

An Overview of the Balanced Excited Random Walk,g on two integer parameters 1?≤?.., ..?≤?., which whenever it is at a site . at time ., it jumps to .?±?.. with uniform probability, where .., …, .. are the canonical vectors, for 1?≤?.?≤?.., if the site . was visited for the first time at time ., while it jumps to .?±?.. with uniform probability, f

Ovulation

burnish