INVERSION OF THE HYPERSINGULAR INTEGRAL WICH IS TAKEN ON THE FINAL CUT
The paper proposes a solution of the hypersingular integral equation n!/πi ∫<sup>1</sup><sub>-1</sub>φ(τ)dτ/(τ-t)<sup>n+1</sup> = f(t), where n ∈ N, -1 < t < 1. When n=0 this equation is a singular integral equation of the fest type, widely used in solving contact problems of the theory of elasticity.