Abstract: An algorithm for the approximate evaluation of integrals defined by Cauchy principal value or by Hadamard finite part has been proposed. The convergence of the procedure is proved. The stability of the algorithm is considered and some numerical examples are given
In this paper we propose some different strategies to approximate hypersingular integrals. Hadamard ...
This paper presents a new general method for the direct evaluation of Cauchy principal value integra...
This paper presents a new general method for the direct evaluation of Cauchy principal value integra...
Abstract: An algorithm for the approximate evaluation of integrals defined by Cauchy principal value...
Abstract: An algorithm for the approximate evaluation of integrals defined by Cauchy principal value...
AbstractAn algorithm for the approximate evaluation of integrals defined by Cauchy principal value o...
Some algorithms are described for the numerical evaluation of Hadamard finite part integrals of type...
AbstractSome algorithms are described for the numerical evaluation of Hadamard finite part integrals...
Some algorithms are described for the numerical evaluation of Hadamard finite part integrals of type...
Some algorithms are described for the numerical evaluation of Hadamard finite part integrals of type...
Abstract: The authors develop an algorithm for the numerical evaluation of Cauchy principal value in...
Abstract: The authors develop an algorithm for the numerical evaluation of Cauchy principal value in...
AbstractThree algorithms for the evaluation of the Hadamard finite-part integral of the form ∫1-1(f(...
AbstractA method to evaluate principal parts (Hilbert transforms) is presented. It is based on a mod...
In this paper we consider a simple method for calculating integrals possessing strong singularities,...
In this paper we propose some different strategies to approximate hypersingular integrals. Hadamard ...
This paper presents a new general method for the direct evaluation of Cauchy principal value integra...
This paper presents a new general method for the direct evaluation of Cauchy principal value integra...
Abstract: An algorithm for the approximate evaluation of integrals defined by Cauchy principal value...
Abstract: An algorithm for the approximate evaluation of integrals defined by Cauchy principal value...
AbstractAn algorithm for the approximate evaluation of integrals defined by Cauchy principal value o...
Some algorithms are described for the numerical evaluation of Hadamard finite part integrals of type...
AbstractSome algorithms are described for the numerical evaluation of Hadamard finite part integrals...
Some algorithms are described for the numerical evaluation of Hadamard finite part integrals of type...
Some algorithms are described for the numerical evaluation of Hadamard finite part integrals of type...
Abstract: The authors develop an algorithm for the numerical evaluation of Cauchy principal value in...
Abstract: The authors develop an algorithm for the numerical evaluation of Cauchy principal value in...
AbstractThree algorithms for the evaluation of the Hadamard finite-part integral of the form ∫1-1(f(...
AbstractA method to evaluate principal parts (Hilbert transforms) is presented. It is based on a mod...
In this paper we consider a simple method for calculating integrals possessing strong singularities,...
In this paper we propose some different strategies to approximate hypersingular integrals. Hadamard ...
This paper presents a new general method for the direct evaluation of Cauchy principal value integra...
This paper presents a new general method for the direct evaluation of Cauchy principal value integra...