Abstract
The authors use the deconvolution technique for research into distribution functions of the relaxation times of a substance. They propose a new method of smoothing and of interpolation and extrapolation of the experimental data. They recommend the use of a rectangular integration window which allows the acquisition of a good resolving capacity while taking into account experimental errors. The method of calculation used enables also the differentiation of the different types of distribution (Debye, Cole and Cole, and Cole and Davidson). The advantages of this method are illustrated by numerous examples.
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