A. Zubarev

activity

19922025

most citedFirst Passage Time Distribution and Number of Returns for Ultrametric Random Walk

44 citations · 102 across the 24 of their papers we have counts for

collaborators

Showing 2015Show all

4 papers · 1 filter

cond-mat.dis-nn2015

Model of the $p$ -Adic Random Walk in a Potential

A. Kh. Bikulov, A. P. Zubarev

We consider the $p$ -adic random walk model in a potential, which can be viewed as a generalization of $p$ -adic random walk models used for description of protein conformational dyn…

math-ph2015

On the ultrametric generated by random distribution of points in Euclidean spaces of large dimensions with correlated coordinates

A. P. Zubarev

In a recent paper the author proved a theorem to the effect that the matrix of normalized Euclidean distances on the set of specially distributed random points in the $n$ -dimension…

math-ph2015

Application of $p$ -adic analysis methods in describing Markov processes on ultrametric spaces isometrically embeddable into $Q_{p}$

A. Kh. Bikulov, A. P. Zubarev

We propose a method for describing stationary Markov processes on the class of ultrametric spaces $U$ isometrically embeddable in the field $Q_{p}$ of $p$ -adic nu…

math-ph2015★ 2 cited

On one real basis for $L^{2} (Q_{p})$

A. Kh. Bikulov, A. P. Zubarev

We construct new bases of real functions from $L^{2} (B_{r})$ and from $L^{2} (Q_{p})$ . These functions are eigenfunctions of the $p$ -adic pseudo-diffe…

Model of the p-Adic Random Walk in a Potential

On the ultrametric generated by random distribution of points in Euclidean spaces of large dimensions with correlated coordinates

Application of p-adic analysis methods in describing Markov processes on ultrametric spaces isometrically embeddable into Qp​

On one real basis for L2(Qp​)

Model of the $p$ -Adic Random Walk in a Potential

Application of $p$ -adic analysis methods in describing Markov processes on ultrametric spaces isometrically embeddable into $Q_{p}$

On one real basis for $L^{2} (Q_{p})$