A derivation of boundary conditions for the space-fractional operator with order $0<\alpha<1$ at the vertices of metric graphs
About
We consider the space-fractional operator with order $0<\alpha<1$ on the metric star graph. The boundary conditions at the vertices of the metric star graph providing the self-adjointness of the operator are derived. The obtained result is extended to the other topologies of the metric graphs.
Related benchmarks
No related benchmarks have been indexed for this paper yet.