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Matrix approach to discretization of ODEs and PDEs of arbitrary real order

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Matrix approach to discretization of ODEs and PDEs of arbitrary real order

by

Igor Podlubny (view profile)

 

12 Nov 2008 (Updated )

Functions illustrating matrix approach to discretization of ODEs / PDEs with fractional derivatives.

MFC2demo3c.zip
bagleytorvikequation.m
ban.m
bcrecur.m
eliminator.m
fan.m
fracdiffdemou.m
fracdiffdemoy.m
fracdiffdemoydelay.m
html/.DS_Store
html/Matrix_Approach.html
html/Matrix_Approach_01.png
html/Matrix_Approach_02.png
html/Matrix_Approach_03.png
html/Matrix_Approach_04.png
html/Matrix_Approach_05.png
html/Matrix_Approach_06.png
html/Matrix_Approach_07.png
html/Matrix_Approach_08.png
html/Matrix_Approach_09.png
html/Matrix_Approach_10.png
html/Matrix_Approach_11.png
html/Matrix_Approach_12.png
html/Matrix_Approach_eq1230817.png
html/Matrix_Approach_eq125242.png
html/Matrix_Approach_eq205305.png
html/Matrix_Approach_eq2644515.png
html/Matrix_Approach_eq35518.png
html/Matrix_Approach_eq4061.png
html/Matrix_Approach_eq47340.png
html/Matrix_Approach_eq5412180.png
html/Matrix_Approach_eq75889.png
html/Matrix_Approach_eq850764.png
license.txt
Matrix_Approach.m
ranort.m
ransym.m
rieszpotential.m
shift.m

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