Boundary Value Problem for a Differential-Difference Mixed-Compound Equation with Fractional Derivative and with Functional Delay and Advance

Abstract

Sufficient conditions for the unique solvability of a problem for the diffusion-wave equation with fractional derivative, concentrated deviation in time, and functional delay and advance in the spatial variable are obtained.

Identifiers

DOI

10.1134/s0012266119020071

Citations and references