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Calculus of fractional differ-integrals

The differential-integral calculus of fractional order is a generalization of the well-known calculus. It defines the derivative and the definite integral of fractional orders that for integer orders become classical ones (first-order , second-order etc.).
The derivatives and integrals of fractional order retain their essential characteristics of classical derivatives and integrals and are the basis for the definition of non-integer orders of differential equations which are the main component of a mathematical model.


Editors:
Piotr Ostalczyk

Last modification:
2013-07-15 13:04:57, Wojciech Bieniecki