The basic computational concepts of classical, operational and regularization approaches to quantitative processing the numerical information are discussed. An integral equation numerical solutions behavior from the fitting functions forms is investigated. The effectiveness of the operational fitting methods for obtaining numerical solutions of integral equations with the least computational errors and presenting the final responses in the analytical form is demonstrated
The problem of having ordinary differential equations (ODE) whose coefficients are unknown functions...
Integral equations form an important subject with applied mathematics due to their occurence in a va...
AbstractA method of data analysis has been developed which has the same effect as a substantial incr...
Abstract: The methods of integral equations numerical solving are proposed. These methods combine bo...
Selecting the appropriate basis for approximating the numerical solu-tion of an integral equation ha...
Basic Concepts One of the most frequently used numerical applications is the integral equation metho...
htmlabstractThis paper describes methods that are important for the numerical evaluation of certain ...
Recent surveys have revealed that the majority of numerical methods for the solution of integral equ...
Integral equations are functional equations in which an unknown function appears under an integral s...
A numerical algorithm, based on a decomposition technique, is presented for solving a class of nonli...
Integral Equations arise naturally in applications, in many areas of Mathematics, Science and Techno...
Mathematics has applications in virtually every scientific discipline. Many of these applications yi...
textabstractThis paper gives an overview of methods for the numerical evaluation of special function...
This thesis investigates the direct application of quadrature methods to solve, iteratively, singula...
Historically the fields of numerical and symbolic methods for scientific applications have been wide...
The problem of having ordinary differential equations (ODE) whose coefficients are unknown functions...
Integral equations form an important subject with applied mathematics due to their occurence in a va...
AbstractA method of data analysis has been developed which has the same effect as a substantial incr...
Abstract: The methods of integral equations numerical solving are proposed. These methods combine bo...
Selecting the appropriate basis for approximating the numerical solu-tion of an integral equation ha...
Basic Concepts One of the most frequently used numerical applications is the integral equation metho...
htmlabstractThis paper describes methods that are important for the numerical evaluation of certain ...
Recent surveys have revealed that the majority of numerical methods for the solution of integral equ...
Integral equations are functional equations in which an unknown function appears under an integral s...
A numerical algorithm, based on a decomposition technique, is presented for solving a class of nonli...
Integral Equations arise naturally in applications, in many areas of Mathematics, Science and Techno...
Mathematics has applications in virtually every scientific discipline. Many of these applications yi...
textabstractThis paper gives an overview of methods for the numerical evaluation of special function...
This thesis investigates the direct application of quadrature methods to solve, iteratively, singula...
Historically the fields of numerical and symbolic methods for scientific applications have been wide...
The problem of having ordinary differential equations (ODE) whose coefficients are unknown functions...
Integral equations form an important subject with applied mathematics due to their occurence in a va...
AbstractA method of data analysis has been developed which has the same effect as a substantial incr...
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