Date of Award
January 2016
Degree Type
Open Access Thesis
Document Type
Master Thesis
Degree Name
Master of Science (MS)
Department
Mathematics and Statistics
First Advisor
Jeffrey T. Neugebauer
Department Affiliation
Mathematics and Statistics
Second Advisor
Donald Jason Gibson
Department Affiliation
Mathematics and Statistics
Third Advisor
Atilla Sit
Department Affiliation
Mathematics and Statistics
Abstract
We establish the existence of and then compare smallest eigenvalues for the fractional boundary value problems D_(0^+)^α u+λ_1 p(t)u=0 and $D_(0^+)^α u+λ_2 q(t)u=0,0< t< 1, satisfying the boundary conditions when n-1<α≤ n. First, we consider the case when 0<β
Copyright
Copyright 2016 Angela Koester
Recommended Citation
Koester, Angela, "Smallest Eigenvalues For A Fractional Boundary Value Problem With A Fractional Boundary Condition" (2016). Online Theses and Dissertations. 389.
https://encompass.eku.edu/etd/389
