I'm interested in studying the following equation, solving for \phi(s) given y(s):
\int_0^s \frac{2r}{\sqrt{s^2-r^2}} \phi(r)dr=y(s)
or in more standard form:
\int_0^s K(s,r)\phi(r)=y(s)
This is how I think it should be approached:
The kernel,K(s,r) is singular at s=r. Thus, the...