It is seen from the table that the mE decreases if the number of term in the series solution increases

Results, Discussion In this section during the analysis of the residual error of the first considered problem ,it is assumed that M x =34, M t =34, 34 1,34 10  tx, the

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Solution of variable order fractional differential equations using Homotopy Analysis Method

math.GM · 2026-03-23 · unverdicted · novelty 4.0

Homotopy Analysis Method produces reliable numerical approximations for variable-order fractional diffusion equations as demonstrated by simulations.

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Solution of variable order fractional differential equations using Homotopy Analysis Method math.GM · 2026-03-23 · unverdicted · none · ref 5
Homotopy Analysis Method produces reliable numerical approximations for variable-order fractional diffusion equations as demonstrated by simulations.

It is seen from the table that the mE decreases if the number of term in the series solution increases

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