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Spline Function: Introduction

Toleti Subba Rao

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Abstract

Abstract Spline functions are an approach to the smoothing of bivariate data (a spline is a term for a flexible strip of metal or rubber used by a draftsman to draw curves). Splines are polynomials within intervals of the x ‐variable that are connected across different values of x . In this article, the theory behind such functions is described.

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Abstract Spline functions are an approach to the smoothing of bivariate data (a spline is a term for a flexible strip of metal or rubber used by a draftsman to draw curves). Splines are polynomials within intervals of the x ‐variable that are connected across different values of x . In this article, the theory behind such functions is described.

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Available abstract

Abstract Spline functions are an approach to the smoothing of bivariate data (a spline is a term for a flexible strip of metal or rubber used by a draftsman to draw curves). Splines are polynomials within intervals of the x ‐variable that are connected across different values of x . In this article, the theory behind such functions is described.

Key concepts: Smoothing spline, Spline (mechanical), Bivariate analysis, Mathematics, Smoothing, Thin plate spline, Hermite spline, Applied mathematics

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