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Graphs of the solution of Problem B for m = 1.5 and different values of γ: a) γ = 1; b) γ = 0.8; c) γ = 0.6; d) γ = 0.4.
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In this paper, we study nonlocal problems for a fractional diffusion equation and a degenerate hyperbolic equation with singular coefficients in the lower terms. The uniqueness of the solution to the problem is proved by the method of energy integrals. The existence of a solution is equivalently reduced to the question of the solvability of Volterr...
Context in source publication
Context 1
... Figure 2 we can see that when changing the parameter γ in domain D + the subdiffusion mode is enhanced due to the fact that the diffusion process proceeds more slowly than normal diffusion. We see that the region of positive values of the solution function u(x, y) expands, and the region of ...
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