The fractional cable equation is studied on a bounded space domain. One of the prescribed boundary conditions is of Dirichlet type, the other is of a general form, which includes the case of nonlocal boundary conditions. In real problems nonlocal boundary conditions are prescribed when the data on the boundary can not be measured directly. We apply spectral projection operators to convert the p...

Abstract In this paper, we investigate the generalized fractional system (GFS) with order lying in $(1, 2)$ ( 1 , 2 ) . We present stability analysis of GFS by two methods. First, that using Gronwall–Bellman (G–B) Lemma, Mittag–Leffler (M–L) ...