General Mathematics

    

Impulse Solutions in Optimization Problems

Authors: Alexander Bolonkin

The author considers the optimization problem named ‘the impulse regime’, when the control can have for a short time an instantaneous infinity value and the phase variables have gaps. In mathematics these mean: the variables are not continuous, not differentiable. The variable calculation and Pontryagin principle are not applicable. These problems are in space trajectories, theory of corrections, nuclear physics, economics, advertising and other real control tasks. We need a special theory and special methods for solution of these problems. Author offers the following method, which simplifies and solves these tasks.

Comments: 5 Pages.

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Submission history

[v1] 2015-11-20 09:22:57

Unique-IP document downloads: 210 times

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