The work is devoted to the studies of the existence of
solutions of an integro-differential equation in the case of the double
scale anomalous diffusion with the sum of the two negative Laplacians
raised to two distinct fractional powers in \(\mathbb{R}^d\), \(d=4,5\). The proof of the
existence of solutions is based on a fixed point technique. Solvability
conditions for the non-Fredholm elliptic operators in unbounded domains
are used.

https://umsystem.zoom.us/j/94101463494?pwd=NDJaR21PUCtVM0tQWUt0YlNFTmw0UT09

Meeting ID: 941 0146 3494
Passcode: 714934