Accepted_test

Optimal control models for solving problems of mathematical epidemiology
by Petrakova Viktoriya | Krivorotko Olga | Institute of Computational Modelling SB RAS | Sobolev Institute of Mathematics SB RAS
Abstract ID: 78
Event: BGRS-abstracts
Sections: [Sym 2] Section “Mathematical epidemiology”

The report will propose several formulations of the “mean field” problems and optimal control for the spread of the epidemic using the example of the Covid-19 pandemic in Novosibirsk and Krasnoyarsk with various assumptions about the social behavior of agents taking into account quarantine restrictions and the economic costs associated with the implementation of these restrictions . Their analytical and numerical comparison will be proposed.