Dynamics of random chains of finite size with an infinite number of elements in $ {\mathbb R}^{2}$
Elena V. Karachanskaya (Chalykh)

TL;DR
This paper investigates the behavior of finite chains with infinitely many elements in a 2D space, deriving an equation to determine the probability distribution of the chain's length, extending previous work in the field.
Contribution
It introduces a new equation for the probability distribution of chain length in finite chains with infinite components, advancing the understanding of such systems.
Findings
Derived an equation for the probability distribution of chain length
Analyzed the dynamics of finite chains with infinite components in 2D
Extended previous research on chain dynamics
Abstract
This article studies the dynamics of a finite chain with infinite components. The equation which permits us to find the probability distribution of the chain length is constructed and analysed. This research is a continuation of paper \cite{1}.
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Taxonomy
TopicsStochastic processes and statistical mechanics · Markov Chains and Monte Carlo Methods · Bayesian Methods and Mixture Models
