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System analysis and control

The study essentially infinite operators is one of the most promising areas of modern functional analysis. The results of this theory are numerical use in theoretical physics and stochastic processes. It is proposed to study various problems that arise in essentially an infinite analysis


1. Evolutionary family of non stationary essentially infinite-dimensional equations

2. Stability of differential equations with essentially infinite-dimensional equations

3. Equations with essentially infinite-dimensional operators perturbed by vector fields