On solvability in a closed form of a class of singular integral equations with rotation and a regular part
The author studies the solvability in a closed form of singular integral equations of a specific form. By following an algebraic method he reduces such equations to a system of singular integral equations of Cauchy type and then obtains all solutions in a closed form. The paper contains six lemmas and three theorems as main findings.
system of singular integral equations of Cauchy type
scientific article; zbMATH DE number 1556825