Structure of the solution set to fractional differential inclusions with impulses at variable times on compact interval
The authors of this paper investigate the topological structure of the solution set to a class of fractional differential inclusions with impulses at variable time). They show that the solution set is an \(R_\delta\)-set under some assumptions. One example is given for illustrating the main results.
functional-differential equations with fractional derivatives
scientific article; zbMATH DE number 7391767
scientific article