Optimal control of singular differential systems

by Mohammed Mogib M. Al-Shahrani

Type Thesis
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In this dissertation we formulate, for the first time in the literature, an optimal control problem for self-adjoint ordinary differential operator equations in Hilbert spaces and derive necessary conditions for optimal controls to this problem in an appropriate extended form of the Pontryagin Maximum Principle.

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Summary

In this dissertation we formulate, for the first time in the literature, an optimal control problem for self-adjoint ordinary differential operator equations in Hilbert spaces and derive necessary conditions for optimal controls to this problem in an appropriate extended form of the Pontryagin Maximum Principle.

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Edition Statements

  • Publication Date:2011

Thesis Information

  • Degree:Ph.D.
  • University:King Fahd University of Petroleum and Minerals (Saudi Arabia)
  • Advisor/Supervisor:B. Mordukhovich
  • Pages:105

Publication Statements

  • Language:eng
  • Publication Date:2011

Edition Identifiers

  • proquest:1313248292

Subjects

applied mathematics Applied Sciences Differential operator equations eng Hilbert spaces mathematics OPTIMAL CONTROL PDF Pure sciences Self-adjoint Singular differential systems

Writers

Mohammed Mogib M. Al-Shahrani B. Mordukhovich

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