Формирование паттернов в модели гликолиза
: магистерская диссертация

Tesis doctoral: Master's Thesis


This thesis studies a distributed nonlinear mathematical model of the Higgins glycolytic oscillator with diffusion. The influence of diffusion on the processes occurring in the model, the ability of the model to form spatial structures and its sensitivity to random noise are investigated. The phenomena of multistability, stochastic preference, suppression of self-oscillations by diffusion, noise-induced transitions between attractors are studied. A variant of the model with one and two spatial coordinates is considered.
Fecha de adjudicación2020
Idioma originalRussian
Institución adjudicataria
  • Ural Federal University
SupervisorИрина Адольфовна Башкирцева (Supervisor)

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