Pages that link to "Item:Q1425716"

The following pages link to Description of logarithmic relaxation by a model of a hierarchical random walk. (Q1425716):

Displaying 13 items.

• Parabolic type equations and Markov stochastic processes on adeles (Q485175) (← links)
• Mechanism of relaxation phenomena based on the negative binomial random walk (Q997481) (← links)
• Gene expression from 2-adic dynamical systems (Q1048422) (← links)
• Blow-up phenomena for \(p\)-adic semilinear heat equations (Q1703745) (← links)
• Ultrametric diffusion, exponential landscapes, and the first passage time problem (Q1731109) (← links)
• Semi-linear Cauchy problem and Markov process associated with a \(p\)-adic non-local ultradiffusion operator (Q2193922) (← links)
• Finite time blow-up for a \(p\)-adic nonlocal semilinear ultradiffusion equation (Q2227567) (← links)
• \(p\)-adic Brownian motion as a limit of discrete time random walks (Q2422484) (← links)
• Estimates of certain exit probabilities for \(p\)-adic Brownian bridges (Q2677010) (← links)
• Non-Archimedean reaction-ultradiffusion equations and complex hierarchic systems (Q4569234) (← links)
• On infinitesimal generators and Feynman–Kac integrals of adelic diffusion (Q5163837) (← links)
• Nonlocal operators, parabolic-type equations, and ultrametric random walks (Q5410929) (← links)
• Components and exit times of Brownian motion in two or more \(p\)-adic dimensions (Q6201297) (← links)