Accession Number : AD1048543

Title :   Novel Numerical Methods for Optimal Control Problems Involving Fractional-Order Differential Equations

Descriptive Note : Technical Report,23 Sep 2015,22 Sep 2017

Corporate Author : Curtin University of Technology Bentley United States

Personal Author(s) : Wang,Song ; Rehbock,Volker

Full Text :

Report Date : 14 Mar 2018

Pagination or Media Count : 117

Abstract : This final report summarizes the activities carried out in the period of this project in which we have developed various novel and efficient numerical methods for solving optimal control and optimization problems with fractional-order differential equation constraints. These methods include discretization schemes for fractional differential equations and algorithms for solving the discretized optimal control/optimization problems. Papers and reports containing the theoretical and numerical results are attached in this final report.

Descriptors :   real variables , formulas (mathematics) , mathematical analysis , computational fluid dynamics , computational science , computations , equations , mathematics , applied mathematics , differential equations , metadata

Subject Categories : Theoretical Mathematics

Distribution Statement : APPROVED FOR PUBLIC RELEASE