A Tricomi hypergeometric-based family yields passive asymmetric two-plateau relaxation laws that include Debye and Cole-Cole as exact cases and admit nonnegative Stieltjes spectral representations.
Nature 27 Communications11, 1706 (2020) Statements and Declarations Competing Interests The authors have no relevant financial or non-financial interests to disclose
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Passive two-plateau relaxation from Tricomi confluent hypergeometric kernels
A Tricomi hypergeometric-based family yields passive asymmetric two-plateau relaxation laws that include Debye and Cole-Cole as exact cases and admit nonnegative Stieltjes spectral representations.