Title of article :
Maximum principles for time-fractional Caputo- Katugampola diffusion equations
Author/Authors :
Cao ، Liang - Guangdong University of Technology , Kong ، Hua - Neijiang Normal University , Zeng ، Sheng-Da - Neijiang Normal University
Abstract :
Maximum and minimum principles for time-fractional Caputo-Katugampola diffusion operators are proposed in this paper. Several inequalities are proved at extreme points. Uniqueness and continuous dependence of solutions for fractional diffusion equations of initial-boundary value problems are considered.
Keywords :
Caputo , Katugampola fractional operators , fractional diffusion equations , maximum principles , uniqueness , continuous dependence
Journal title :
Journal of Nonlinear Science and Applications
Journal title :
Journal of Nonlinear Science and Applications
