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, \(\mathcal {P}= 30\), \({N_{x}} = 40\), \({N_{t}} = 40\) | ||
---|---|---|---|
Error1(t = 0.1) | Error1(t = 0.5) | Error1(t = 0.9) | |
0.1 | 3.441083614522570 | 1.967441863324420 | 1.216004031281940 |
0.01 | 0.392794589419522 | 0.175387014637054 | 0.124872454990796 |
0.001 | 0.040783838085983 | 0.016522743057455 | 0.013353281312731 |