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Highpower And Femtosecond Lasers Properties Materials And Applications Properties Materials And Applications 1st Edition Paulhenri Barret Michael Palmer

  • SKU: BELL-51369216
Highpower And Femtosecond Lasers Properties Materials And Applications Properties Materials And Applications 1st Edition Paulhenri Barret Michael Palmer
$ 31.00 $ 45.00 (-31%)

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Highpower And Femtosecond Lasers Properties Materials And Applications Properties Materials And Applications 1st Edition Paulhenri Barret Michael Palmer instant download after payment.

Publisher: Nova Science Publishers, Incorporated
File Extension: PDF
File size: 19.78 MB
Pages: 501
Author: Paul-Henri Barret; Michael Palmer
ISBN: 9781624170447, 1624170447
Language: English
Year: 2009
Edition: 1

Product desciption

Highpower And Femtosecond Lasers Properties Materials And Applications Properties Materials And Applications 1st Edition Paulhenri Barret Michael Palmer by Paul-henri Barret; Michael Palmer 9781624170447, 1624170447 instant download after payment.

The book subject is mathematical formalism, describing the creation of the dynamic and information regularities from stochastics. The formalism is based on the introduction of an informational path functional, defined on trajectories of a controlled random process, and the solution of variation problem for this novel functional. The solution provides both the information dynamic model of a random process and the model of optimal control. This allows building a two-level information model with a random process at the microlevel and a dynamic process at macrolevel. Considering a variation principle (VP) as a mathematical form that expresses some regularity, it is assumed that the VP extremals, represented by the solutions of the above dynamic model, describe a movement possessing these regularities. Such an approach has been used by R. P. Feynman, who introduced the functional on trajectories of an electron’s movement and applied the variation principle for this path functional to obtain the equations of quantum mechanics. Feynman’s path functional is defined on the dynamic trajectories and has not been applied to trajectories of a random process.

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