Fractional differentiation and integration in matlab

The following Matlab project contains the source code and Matlab examples used for fractional differentiation and integration. % The n-th order derivative or integral of a function defined in a given % range [a,b] is calculated through Fourier series expansion, where n is % any real number and not necessarily integer.

The source code and files included in this project are listed in the project files section, please make sure whether the listed source code meet your needs there.

Project Files: 

File NameSize
cubic_polynomial_differintegral.m 4904
fourier.m 4228
fourier_diffint.m 2937
cubic_polynomial_differintegral.html 22133
cubic_polynomial_differintegral.png 2549
cubic_polynomial_differintegral_01.png 6822
cubic_polynomial_differintegral_02.png 6894
cubic_polynomial_differintegral_03.png 6791
cubic_polynomial_differintegral_eq33319.png 217
cubic_polynomial_differintegral_eq43362.png 9420
cubic_polynomial_differintegral_eq45880.png 2505
cubic_polynomial_differintegral_eq47863.png 503
cubic_polynomial_differintegral_eq62195.png 17082
cubic_polynomial_differintegral_eq66619.png 618
cubic_polynomial_differintegral_eq71312.png 323
cubic_polynomial_differintegral_eq76742.png 182
cubic_polynomial_differintegral_eq83100.png 447
cubic_polynomial_differintegral_eq85163.png 622
cubic_polynomial_differintegral_eq86385.png 4902
cubic_polynomial_differintegral_eq90533.png 3082
cubic_polynomial_differintegral_eq91427.png 5955
cubic_polynomial_differintegral_eq92095.png 198
cubic_polynomial_differintegral_eq95823.png 233
cubic_polynomial_differintegral_eq99834.png 1320
identity_function_differintegral.html 21923
identity_function_differintegral.png 3082
identity_function_differintegral_01.png 7369
identity_function_differintegral_02.png 7175
identity_function_differintegral_eq33319.png 217
identity_function_differintegral_eq43362.png 9420
identity_function_differintegral_eq45880.png 2505
identity_function_differintegral_eq47863.png 503
identity_function_differintegral_eq62195.png 17082
identity_function_differintegral_eq66619.png 618
identity_function_differintegral_eq71312.png 323
identity_function_differintegral_eq76742.png 182
identity_function_differintegral_eq83100.png 447
identity_function_differintegral_eq85163.png 622
identity_function_differintegral_eq86385.png 4902
identity_function_differintegral_eq90533.png 3082
identity_function_differintegral_eq91427.png 5955
identity_function_differintegral_eq92095.png 198
identity_function_differintegral_eq95823.png 233
identity_function_differintegral_eq99834.png 1320
tabular_function_differintegral.html 21859
tabular_function_differintegral.png 2392
tabular_function_differintegral_01.png 7642
tabular_function_differintegral_02.png 7011
tabular_function_differintegral_03.png 6319
tabular_function_differintegral_eq33319.png 217
tabular_function_differintegral_eq43362.png 9420
tabular_function_differintegral_eq45880.png 2505
tabular_function_differintegral_eq47863.png 503
tabular_function_differintegral_eq62195.png 17082
tabular_function_differintegral_eq66619.png 618
tabular_function_differintegral_eq71312.png 323
tabular_function_differintegral_eq76742.png 182
tabular_function_differintegral_eq83100.png 447
tabular_function_differintegral_eq85163.png 622
tabular_function_differintegral_eq86385.png 4902
tabular_function_differintegral_eq90533.png 3082
tabular_function_differintegral_eq91427.png 5955
tabular_function_differintegral_eq92095.png 198
tabular_function_differintegral_eq95823.png 233
tabular_function_differintegral_eq99834.png 1320
identity_function_differintegral.m 4928
tabular_function_differintegral.m 4739
license.txt 1514