The problem we investigate concerns approximate eigenvalues of our equation and the fact that the spectrum of differential operator is finite. Moreover, the ...

In this paper, we firstly consider the nonlocal fractional order differential equations involving derivatives. By means of a fixed-point theorem on a cone, ...

Jul 30, 2019 · In this paper we deal with a linear combination of a second order uniformly elliptic operator and the Kipriyanov fractional differential ...

Sep 24, 2022 · In this paper, we look into a group of fractional boundary value problem equations involving fractional derivative fractional orders and with ...

Sep 24, 2022 · In this paper, we look into a group of fractional boundary value problem equations involving fractional derivative fractional orders ∈ (1,2] and ...

Dec 22, 2019 · The objective of this paper is to explore a different route, namely, construction of explicit asymptotic approximations for the solutions.

Dec 28, 2017 · We study the existence and asymptotic behavior of the real eigenvalues and show that for certain values of the fractional differentiation ...

Jun 26, 2014 · We apply the theory for u 0-positive operators to obtain eigenvalue comparison results for a fractional boundary value problem with the Caputo ...

Lukasz Plociniczak : Eigenvalue asymptotics for a fractional boundary-value problem. Appl. Math. Comput. 241: 125-128 (2014).

Using the properties of the transformation operators for such operators, the asymptotic formulas for eigenvalues of the boundary value problem are obtained.