On the behaviour at infinity of solutions of integral equations on the real line (Q1195350)

In the space of bounded continuous functions the integral equation \(x(s)+\int^ \infty_{-\infty}k(s,t)x(t)dt=y(s)\), \(s\in(- \infty,+\infty)\), is studied. The class of equations includes an equation of Wiener-Hopf type. An application to a boundary integral equation arising in harmonic sound propagation is given.