Question

is it possible to find the antiderivative of sin(sin(x))? what is it?

Answer 1

I say no, my reason is because this function cannot even be expressed in a Series.

Answer 2

or let me see if it is possible.

Answer 3

hmm a series representation might work, but only for a definite integral with fixed points, so a solution could be approached.

Answer 4

The indefinite, general antiderivative however, it doesn't exist.

Answer 5

But. but there is a theorem, that every periodic odd function continuous on R has a limited antiderivative on any \[[a;+\infty)\]

Answer 6

not in mathematical standard expressions when I listen to the wolf.