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Please use this identifier to cite or link to this item: http://hdl.handle.net/10204/3246

Title: Novel method of interpolation and extrapolation of functions by a linear initial value problem
Authors: Shatalov, M
Fedotov, I
Joubert, SV
Keywords: Ordinary differential equation
ODE
Interpolation
Extrapolation
Computer algebra system
CAS
Buffelspoort TIME 2008 Peer-reviewed Conference Proceedings
Technology and its Integration into Mathematics Education Conference
TIME
Issue Date: Sep-2008
Publisher: Buffelspoort TIME 2008 Peer-reviewed Conference Proceedings
Citation: Shatalov, M, Fedotov, I and Joubert, SV. 2008. Novel method of interpolation and extrapolation of functions by a linear initial value problem. Technology and its Integration into Mathematics Education Conference (TIME). Buffelspoort, South Africa, 22 - 26 September 2008, pp 93-100
Abstract: A novel method of function approximation using an initial value, linear, ordinary differential equation (ODE) is presented. The main advantage of this method is to obtain the approximation expressions in a closed form. This technique can be taught in the classroom to undergraduates that have completed a first course in ODE using DERIVE or some other computer algebra system (CAS), because of the computing power available today. It can also be included in an ODE course as an “application” of ODE using DERIVE or some other CAS
Description: Buffelspoort TIME2008 Peer-reviewed Conference Proceedings, 22 – 26 September
URI: http://hdl.handle.net/10204/3246
ISBN: 9780620434546
Appears in Collections:Advanced mathematical modelling and simulation
General science, engineering & technology

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