Two Formalisms of Stochastization of One-Step Models
- Authors: Kulyabov D.S.1,2, Korolkova A.V.1, Sevastianov L.A.1,3
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Affiliations:
- Department of Applied Probability and Informatics
- Laboratory of Information Technologies
- Bogoliubov Laboratory of Theoretical Physics
- Issue: Vol 81, No 6 (2018)
- Pages: 916-922
- Section: Elementary Particles and Fields
- URL: https://journals.rcsi.science/1063-7788/article/view/194417
- DOI: https://doi.org/10.1134/S1063778818060248
- ID: 194417
Cite item
Abstract
To construct realistic mathematical models from the first principles, the authors suggest using the stochastization method. In a number of works different approaches to stochastization of mathematical models were considered. In the end, the whole variety of approaches was reduced to two formalisms: combinatorial (state vectors) and operator (occupation numbers). In the article the authors briefly describe these formalisms with an emphasis on their practical application.
About the authors
D. S. Kulyabov
Department of Applied Probability and Informatics; Laboratory of Information Technologies
Author for correspondence.
Email: kulyabov_ds@rudn.university
Russian Federation, Moscow, 117198; Dubna, 141980
A. V. Korolkova
Department of Applied Probability and Informatics
Email: kulyabov_ds@rudn.university
Russian Federation, Moscow, 117198
L. A. Sevastianov
Department of Applied Probability and Informatics; Bogoliubov Laboratory of Theoretical Physics
Email: kulyabov_ds@rudn.university
Russian Federation, Moscow, 117198; Dubna, 141980
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