[20]) 1)(0,)1)(( )1( )()(    ttttD tt t C    (4)` and .1)(0,)1)(( )1( )()( 0    ttttJ tt    (5)

Formula, definition 2

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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 2
Homotopy Analysis Method produces reliable numerical approximations for variable-order fractional diffusion equations as demonstrated by simulations.