Hi all,
I need the solution of the following exercise:
Solve the integral equation
$\displaystyle g(s)= 1 + \lambda \int^\Pi_{- \Pi} \exp(i\omega(s-t)) g(t) dt$
considering separately all the exceptional cases
note: $\displaystyle i=\sqrt{-1}$
Hi all,
I need the solution of the following exercise:
Solve the integral equation
$\displaystyle g(s)= 1 + \lambda \int^\Pi_{- \Pi} \exp(i\omega(s-t)) g(t) dt$
considering separately all the exceptional cases
note: $\displaystyle i=\sqrt{-1}$