Optimality Necessary Conditions For Continuous and discontinuous Fractional order Variational Problems

number: 
1783
English
Degree: 
Author: 
Ali Khaled Ateeah
Supervisor: 
Assist. Prof. Dr. Alaudin N . Ahmed
Assist. Prof. Dr. Akram M . Al-Abood
year: 
2011

   In this thesis, some properties and basic definitions of fractional integral and derivatives of Riemann-Liouvill  are presented , to construct the optimality conditions of  mixed order  unconstrained and constrained variational problems with continuous and discontinuous functional, on fixed and moving boundaries ,based on the classical product  rule for Riemann-Liouvill , Several tested example are presented to demonstrate the implementation of the optimality necessary conditions.