Extreme solutions of nonlinear, second order integro-differential equations in Banach spaces.
Factorial study of a certain parametric distribution.
The general theory of factorial analysis of continuous correspondance (FACC) is used to investigate the binary case of a continuous probability measure defined as:T(x,y) = ayn + b, (x,y) ∈ D & n ∈ N = 0, elsewhereWhere n ≥ 0, a and b are the parameters of this distribution, while the domain D is a variable trapezoidal inscribed in the unit square. The trapezoid depends on two parameters α and β.This problem is solved. As special cases of our problem we obtain a complete solution for...
Factorization of matrix-functions and regularization of singular integral operators on manifolds with boundary.
Faltung hypersingulärer Integraloperatoren.
Fast methods for the solution of singular integro-differential and differential equations.
Fast Solution Methods for Fredholm Integral Equations of the Second Kind.
Fast solution of periodic integral equations by GMRES.
Fehlerabschätzung für Eigenwertnäherungen nach der Ersatzkernmethode bei Integralgleichungen.
Fieldless methods for the simulation of stationary and nonstationary induction heating
Finite-part singular integral approximations in Hilbert spaces.
First boundary value problem of electroelasticity for a transversally isotropic plane with curvilinear cuts.
First kind integral equations for the numerical solution of the plane Dirichlet problem
We present, in a uniform manner, several integral equations of the first kind for the solution of the two-dimensional interior Dirichlet boundary value problem. We apply a general numerical collocation method to the various equations, and thereby we compare the various integral equations, and recommend two of them. We give a survey of the various numerical methods, and present a simple method for the numerical solution of the recommended integral equations.
Fixed point theorem and its application to perturbed integral equations in modular function spaces.
Fixed Point Theorems of the Banach and Krasnosel’skii Type for Mappings on -tuple Cartesian Product of Banach Algebras and Systems of Generalized Gripenberg’s Equations
In this paper we prove some fixed point theorems of the Banach and Krasnosel’skii type for mappings on the -tuple Cartesian product of a Banach algebra over . Using these theorems existence results for a system of integral equations of the Gripenberg’s type are proved. A sufficient condition for the nonexistence of blowing-up solutions of this system of integral equations is also proved.
Fonctionnelle quadratique et équations intégrales pour les problèmes d'onde harmonique en domaine extérieur
Fonctions harmoniques positives sur certains groupes de Lie résolubles connexes
Fourier approximation for integral equations on the real line.
Fourier-like kernels as solutions of ODE's.
Fractional flux and non-normal diffusion.
Fractional integration on Hardy spaces