Is there any way to solve an integral equation of this type,
$s(1-b)f(s)=\int^s_{sb}f(x)f(x-sb)dx$
Any help would be highly appreciated.
Is there any way to solve an integral equation of this type,
$s(1-b)f(s)=\int^s_{sb}f(x)f(x-sb)dx$
Any help would be highly appreciated.
You can solve this type of nonlinear equation by the Kantrivich method, it is a numerical method, so you start by linearizing the equation and approximate the linear equation obtained by the Nythrom method.