Projects / Mathematical Models of Gene Networks

This project aims to describe the mathematical model of various gene networks: build systems of differential equations that simulate biological systems; analyze corresponding dynamical systems; find stationary points, limit cycles, and bifurcations; develop software for numerical simulations. The latest work is dedicated to the central regulatory circuit of the morphogenesis system of D. Melanogaster.

I was working on this project with fellows from Sobolev Institute of Mathematics SB RAS and Institute of Cytology and Genetics SB RAS. It was also the primary research topic of my PhD thesis “Mathematical and numerical modeling of gene network artificial regulatory circuits.”

Papers (25)