While trying to solve an integral of the form integral of f(x)/g(x) where f(x) = Σ K(x-x_i) and g(X) = Σ K(x-x_i) where the range of i in case of f(x) is 1 to p and in the case of g(x) it is 1 to q[IMG]file:///tmp/moz-screenshot-1.png[/IMG].[IMG]file:///tmp/moz-screenshot.png[/IMG]K(x) = (1-u*u), I'm unable to understand how will I integrate a fraction which has got summation in both the numerator and the denominator.
Help is highly appreciated. Thanks.
Moderator edit: The followng has been concatenated from another (now deleted) duplicate thread started by the OP:
Please find attached the pdf file in which you will find the integral which I'm trying to solve.
I originally created a thread with a similar title but was unable to attach the file in the reply.