Teoria dei fasci e trasformazioni integrali per -moduli tra varietà di Grassmann
Terminal value problems of impulsive integro-differential equations in Banach spaces.
The abstract renewal equation.
The American straddle close to expiry.
The approximate solution of nonlinear singular integro-differential equations.
This paper concerns the sufficient conditions for the applicability of the Newton-Kantorovich method to nonlinear singular integro-differential equation with Hilbert Kernel.
The asymptotic behavior of solutions to singularly perturbed nonlinear integro-differential equations.
The Asymptotic Behaviour of Solutions of Nonlinear Integral Equations.
The best L2-approximation by finite sums of functions with separable variables.
The blow-up solutions of integral equations
The brachistochrone problem with frictional forces
The brachistochrone problem with frictional forces
In this paper we show the existence of the solution for the classical brachistochrone problem under the action of a conservative field in presence of frictional forces. Assuming that the frictional forces and the potential grow at most linearly, we prove the existence of a minimizer on the travel time between any two given points, whenever the initial velocity is great enough. We also prove the uniqueness of the minimizer whenever the given points are sufficiently close.
The Cauchy integral operator on the predual of a Morrey space.
The combination of approximate solutions for accelerating the convergence
The Convergence of a Direct BEM for the Plane Mixed Boundary Value Problem of the Laplacian.
The Convergence of Even Degree Spline Collocation Solution for Potential Problems in Smooth Domains of the Plane.
The Convergence of Nyström Methods for Wiener-Hopf Equations.
The dicretization of neutral functional integro-differential equations by collocation methods.
The dual integral equation method in hydromechanical systems.
The equivalence of some integral equations and boundary value problems
The existance of nontrival solutions of Volterra equations.