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Original Articles

Impulse response calculation: invitation to a problem in numerical integration

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Pages 167-176 | Received 01 Aug 1979, Published online: 20 Mar 2007
 

Abstract

Methods are discussed for calculating Q(t) which is the integrand function obtained when is reduced to an integral over t by using the transformation t=τ(x,y). The variations in τ(x,y) are considered and an adaptive procedure is derived. This differs from he standard quadrature problem in which the properties of f(x,y) dictate the adaptive procedures to be used. The one dimensional case is examined in detail.

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