Аннотация:
The paper deals with a generalization of the classical Wiener–Hopf equation where the functions involved are replaced by measures. A solution in explicit form is given, which coincides with the solution found by the method of successive approximations. An asymptotic property of the solution is also established.
Ключевые слова:integral equation, measure, Wiener–Hopf equation, probability distribution, asymptotic behavior.