  The concept of local fractional derivative was introduced in order to be able
to study the local scaling behavior of functions. However it has turned out to
be much more useful. It was found that simple equations involving these
operators naturally incorporate the fractal sets into the equations. Here, the
scope of these equations has been extended further by considering different
possibilities for the known function. We have also studied a separable local
fractional differential equation along with its method of solution.
