Oladejo, N. K. and Oduro, F. T. and Amponsah, S. K.
(2014)
*AN INVERSE EIGEN VALUE PROBLEM FOR OPTIMAL LINEAR QUADRATIC CONTROL.*
International Journal of Mathematical Archive, 5 (4).
pp. 306-314.
ISSN ISSN 2229 – 5046

Text
09_0669_Epidemiology_Chlamydia_am0504.pdf Download (167kB) |

## Abstract

This paper considers linear quadratic optimal control from the perspective of a matrix inverse eigenvalue problem. The approach employed uses a Newton’s method for solving the Inverse Eigenvalue problem for a class of Hermitian/Hamiltonian matrices in the neighborhood of a related singular matrix of rank 1.A few numerical examples are presented to illustrate the result.

Item Type: | Article |
---|---|

Subjects: | Q Science > QA Mathematics |

Depositing User: | ELDER OGUNTAYO SUNDAY ADEBISI |

Date Deposited: | 26 Nov 2018 09:54 |

Last Modified: | 26 Nov 2018 09:54 |

URI: | https://eprints.lmu.edu.ng/id/eprint/1357 |

### Actions (login required)

View Item |