If you have received fractional differentiation math homework assignment and are not sure what to do about it there is still no cause for panic. As a student studying mathematics, you are sure to encounter problems dealing with previously unknown topics. The academic level doesn’t play the major role here: high school, college university – you can receive ridiculously difficult fractional differentiation homework anywhere.
Any fractional differentiation assignment is based on the generalizing the differentiation equations by means of using the fractional calculus. One of the most important things to remember in order to find solutions to the tasks in this area of mathematics is that the fractional derivative at a point x is a local property only in case a is an integer; if a is not an integer it is impossible to say that the fractional derivative at the point x depends only on the image of f near x, as is the case for integer-power derivatives. Thus it may be seen that the theory uses some kind of boundary conditions that take into account the information on the function further from the point x. These are the things that a solver of fractional differentiation homework should remember. Other things you may find necessary to become acquainted with in case you want to master fractional differentiation are such concepts as Laplace transform, Riemann-Liouville integral and Grünwald–Letnikov derivative.
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