A new definition of fractional derivative with some applications to fractional differential equations
Starts 5 Jul 2019 16:00
Ends 5 Jul 2019 17:00
Central European Time
We give a new definition of fractional derivative and fractional integral. The form of the definition shows that it is the most natural definition, and the most fruitful one. The definition for 0 < \alpha < 1 coincides with the classical definitions on polynomials (up to a constant).
Further, if \alpha = 1, the definition coincides with the classical definition of first derivative. We give some applications to fractional differential equations.
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