A deconvolution procedure for the analysis of dielectric data is presented which involves a suitable integration window, known as a Kaiserndash;Bessel window. It is shown that its use by making the emergence of smaller contributions possible allows one to resolve unsuspected multiple dispersions for distribution functions. Several examples, both theoretical and experimental, are given and illustrate the viability of the procedure. Its limitations are examined and its advantages and disadvantages as compared to others of the same and different kinds are considered.
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