Smallest eigenvalues for (n,p)-type fractional boundary value problems
Abstract
The main purpose of this paper is to show the existence and comparison of smallest eigenvalues of $(n,\textbf{p})$-type Riemann--Liouville fractional boundary value problems. The techniques involve the theory of $\mu_0$-positive operators on a Banach space. We emphasize that the Banach space used in this work appears to be distinct from the space used when tackling boundary value problems for ordinary differential equations.
Published
2022-11-20
Section
Articles