Department of Mathematics, Bharati Vidyapeeth’s College of Engineering,Guru Gobind Singh Indraprastha University, New Delhi, India. Department of Mathematics, Deenbandhu Chhotu Ram University of ...

This course gives an introduction to the theory and applications of piecewise polynomials represented by B-splines. In the first part the focus is on basic properties and algorithms of B-splines in ...

Spline methods constitute a cornerstone of modern geometric design, providing versatile and efficient tools to represent curves and surfaces in a piecewise-polynomial fashion. Originating from ...

This course gives an introduction to the theory and applications of piecewise polynomials represented by B-splines. In the first part the focus is on basic properties and algorithms of B-splines in ...

Approximation methods are used in the analysis and prediction of data, especially laboratory data, in engineering projects. These methods are usually linear and are ...

Abstract: Iris segmentation is an important module of iris recognition that can substantially affect recognition performance. Since iris and pupil boundaries usually are not exactly circular, ...

BACKGROUND:With progress on both the theoretical and the computational fronts the use of spline modelling has become an established tool in statistical regression analysis. An important issue in ...

The solution of the nonlinear differential equation Y″ = F(x, Y, Y′) with two-point boundary conditions is approximated by a quintic or cubic spline function y(x). The method is well suited to ...

Interpolation: Focuses on the Cubic Spline method applied to the goe05k airfoil data, aiming to obtain a smooth curve representing the airfoil shape. Integration: Compares various methods including ...