Kozlova

Dynamic system attainability domain approximate construction problem is discussed. We analyze this problem solution approaches based onconsecutive and parallel “multi-finish” methods, respectivedifferential equations system vector field approximation, and neural nets. As an example, we discuss specified methods application for aircraft attainability domain boundary approximate construction.

We discuss the problem of approximate three-dimensional dynamic system attainability domain construction.  We study neuronet-based solving approaches. As an example we discuss application of these methods for approximate construction of aircraft attainability domain distant scope.

 We discuss the problem of approximate two-dimensional dynamic system attainability domain construction. We study neuronet-based solving approaches. As an example we discuss application of these methods for approximate construction of aircraft attainability domain distant scope.