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Regular version of the site
Student
Title
Supervisor
Faculty
Educational Programme
Final Grade
Year of Graduation
Gulnur Kashaeva
Universality in the Models of Interacting Particles
Mathematics and Mathematical Physics
(Master’s programme)
7
2019
The paper considers a ZRP model for a system of particles on a lattice. With the help of the theory of Markov chains, a stationary state of the system was constructed and its properties were investigated. In the limit, when the size of the system tends to infinity, theoretical assumptions about the relationship between the interface grow rate corrections and the dimensional constants of the theory, which were originally proposed for the KPZ equation, were tested. It has been confirmed that these assumptions are fulfilled for the ZRP model.

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