how does the error depend on the parameters in the second order fd scheme for tf derivatives?
TRANSCRIPT
How does the 2nd order FD scheme for TF derivatives depends on the coefficients in the scheme ?
Testing the 'right' Riemann-Loiuville TF derivative on a function on [0,1]
Fix Gamma 1 (plot L2 error versus choices of Gamma 1)
0.000000625525319
0.006954793662347
Fix Gamma 2 (plot L2 error versus choices of Gamma 2)
0.000000856497873
Fix Gamma 3 (plot L2 error versus choices of Gamma 3)
0.000000856497873