Matrix approach to discretization of odes and pdes of arbitrary real order in matlab

The following Matlab project contains the source code and Matlab examples used for matrix approach to discretization of odes and pdes of arbitrary real order. This submission contains the basic functions that are necessary for using the matrix approach to discretization of fractional differential equations, and demos.

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
bagleytorvikequation.m 1236
ban.m 1097
bcrecur.m 536
eliminator.m 1162
fan.m 1136
fracdiffdemou.m 3133
fracdiffdemoy.m 2855
fracdiffdemoydelay.m 3379
Matrix_Approach.html 51966
Matrix_Approach_01.png 34126
Matrix_Approach_02.png 33981
Matrix_Approach_03.png 40620
Matrix_Approach_04.png 41245
Matrix_Approach_05.png 40292
Matrix_Approach_06.png 47880
Matrix_Approach_07.png 68320
Matrix_Approach_08.png 70193
Matrix_Approach_09.png 32120
Matrix_Approach_10.png 33345
Matrix_Approach_11.png 116842
Matrix_Approach_12.png 108277
Matrix_Approach_eq1230817.png 8061
Matrix_Approach_eq125242.png 6567
Matrix_Approach_eq205305.png 5968
Matrix_Approach_eq2644515.png 8478
Matrix_Approach_eq35518.png 5389
Matrix_Approach_eq4061.png 4807
Matrix_Approach_eq47340.png 5656
Matrix_Approach_eq5412180.png 8220
Matrix_Approach_eq75889.png 5828
Matrix_Approach_eq850764.png 7778
license.txt 1353
Matrix_Approach.m 20425
ranort.m 1431
ransym.m 1153
rieszpotential.m 1376
shift.m 890

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