Optimal Control of Differential Equations

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Page Count: Cover Type: Hardcover. Print ISBN Online ISBN Print ISSN: Online ISSN: Primary MSC: 49 ; 35 ; Applied Math?

  • Optimal Control of Differential Equations.
  • Optimal control.
  • Optimal Control of Partial Differential Equations: Theory, Methods and Applications?
  • How Long Things Live: And How They Live as Long as They Do.

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Optimal Control HJB Example 2

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Optimal control of partial differential equations | SpringerLink

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Please review our Terms and Conditions of Use and check box below to share full-text version of article. Summary In this work, the optimal control for a class of fractional neutral stochastic differential equations with deviated arguments driven by infinite delay and Poisson jumps is studied in Hilbert space involving the Caputo fractional derivative.

Optimal control of partial differential equations

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The aim of the workshop is to show some recent developments which have been made in the area of optimal control of differential equations. A special emphasis will be given to optimal control of partial differential equations, Hamilton-Jacobi Bellman equations, stochastic control, numerical methods, and applications.

During the workshop, a poster session will be organized; in particular Ph. See the detailed program, the list of the invited speakers and logistical information. Applicants Press Businesses Scientists Contact us.

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