Jump boundary-value problem on a contour with elongate singularities with elongate
singularities. We study boundary-value jump problems for analytical functions on that contours
Oscillating and Proper Solutions of Singular Quasi-Linear Differential Equations at their
singular points, where the coefficient of the second-order derivative vanishes. We consider solutions
On Singular Points of Equations of MechanicsA system of ordinary differential equations whose right-hand side has no limit at some
singular Galerkin Approximation for Stochastic Volterra Integral Equations with Doubly Singular Kernels with doubly
singular kernels, whose
singular points include both s = t and s = 0.
We propose a Galerkin