โ Scribed by Aivars Celmins
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๐ SIMILAR VOLUMES
The aim of the proposed paper is to present an effective numerical algorithm for the computation of Heidler function parameters. The basic six channel-base current quantities can be prescribed: current peak value, front duration, time to half value, current steepness factor, charge transfer at the s
It is common to need to estimate the frequency response of a system from observed input-output data. This paper uses integral constraints to characterise the undermodelling-induced errors involved in solving this problem via parametric least-squares methods. This is achieved by exploiting the Hilber
## Abstract Maximum likelihood fit of nonlinear, implicit, multipleโresponse models to data containing normally distributed random errors can be carried out by a combination of the GaussโNewton generalized nonlinear leastโsquare algorithm first described by Britt and Luecke in 1973, with a Fletcher