Theory and Modern Applications
From: Regularization of the fractional Rayleigh–Stokes equation using a fractional Landweber method
δ | γ = 0.7, \({\mathfrak{m}}=1/2\), ϑ = 3/4, \(\mathcal {P}= 30\), \({N_{x}} = 40\), \({N_{t}} = 40\) | ||
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Error1(t = 0.1) | Error1(t = 0.5) | Error1(t = 0.9) | |
0.1 | 4.528918237889845 | 1.508794132566739 | 1.600628856280399 |
0.01 | 0.514335896636502 | 0.139127374227336 | 0.157363853188444 |
0.001 | 0.053388298785060 | 0.090959770500309 | 0.017066574494708 |