What did the fractional derivative add to pde in modeling and application wise? and what does it mean? please give a successful applied example.
Best regards
Sarmad.
Dear Sarmad sir,
Read the attachment file to get the clarification.
Dear Sarmad A. Jameel Altaie,
the following might be of use:
http://www.tandfonline.com/eprint/NCUPxdECpkpZwD8i2jZN/full
Fractional derivative PDEs can be thought as a generalization of classical PDEs which can given a better description of certain models
I guess the OP is interested in geometrical interpretation of F-PDE just like classical PDEs have...
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