We present some methods on a non-polynomial spline function for the numerical solution of a certain class of a singular two-point boundary value problems. The methods involve a modification of the singular boundary value problem considered at the singular point. The methods are tested on some samples and the numerical results are compared with the exact solutions and some other methods in literatures
AbstractTwo methods are proposed to solve a linear two point boundary value problem without eliminat...
Abstract In this paper, we propose two generalized non-polynomial cubic spline schemes using a varia...
The research presented in this dissertation is aimed at the development of family of numerical solut...
Abstract. The smooth approximate solution of second order boundary value problems are developed by u...
A numerical method for solving linear, two-dimensional elliptic boundary value problems is presented...
AbstractA family of fourth and second-order accurate numerical schemes is presented for the solution...
AbstractThis paper describes two methods for the solution of (weakly) singular two-point boundary-va...
AbstractIn this paper, the authors present a cubic spline with Invariant Imbedding method for numeri...
The following two types of problems in differential equations are investigated:(i) Second and sixth-...
We use B-spline functions to develop a numerical method for solving a singularly perturbed boundary ...
AbstractA method is presented that is meant to solve nonlinear two-point boundary-value problems. Th...
A Recursive form cubic B-spline basis function is used as basis in B-spline collocation method to so...
ABSTRACT. Necessary formulas are developed for obtaining cubic, quartic, quintic, and sextic spline ...
Due to the difficulty of solving the initial and boundary value problems analytically, a large numbe...
AbstractA numerical method based on B-spline is developed to solve the general nonlinear two-point b...
AbstractTwo methods are proposed to solve a linear two point boundary value problem without eliminat...
Abstract In this paper, we propose two generalized non-polynomial cubic spline schemes using a varia...
The research presented in this dissertation is aimed at the development of family of numerical solut...
Abstract. The smooth approximate solution of second order boundary value problems are developed by u...
A numerical method for solving linear, two-dimensional elliptic boundary value problems is presented...
AbstractA family of fourth and second-order accurate numerical schemes is presented for the solution...
AbstractThis paper describes two methods for the solution of (weakly) singular two-point boundary-va...
AbstractIn this paper, the authors present a cubic spline with Invariant Imbedding method for numeri...
The following two types of problems in differential equations are investigated:(i) Second and sixth-...
We use B-spline functions to develop a numerical method for solving a singularly perturbed boundary ...
AbstractA method is presented that is meant to solve nonlinear two-point boundary-value problems. Th...
A Recursive form cubic B-spline basis function is used as basis in B-spline collocation method to so...
ABSTRACT. Necessary formulas are developed for obtaining cubic, quartic, quintic, and sextic spline ...
Due to the difficulty of solving the initial and boundary value problems analytically, a large numbe...
AbstractA numerical method based on B-spline is developed to solve the general nonlinear two-point b...
AbstractTwo methods are proposed to solve a linear two point boundary value problem without eliminat...
Abstract In this paper, we propose two generalized non-polynomial cubic spline schemes using a varia...
The research presented in this dissertation is aimed at the development of family of numerical solut...