Find the resolvent kernel associated with the kernel $K(x,t) = |x-t|$ in the interval $(0,1)$ ?
I tried solving it but I am stuck at the part where we have to split the integral.
Find the resolvent kernel associated with the kernel $K(x,t) = |x-t|$ in the interval $(0,1)$ ?
I tried solving it but I am stuck at the part where we have to split the integral.
Similarly you can proceed to find K2 for the case x>E.