期刊
EXPERIMENTAL MATHEMATICS
卷 32, 期 3, 页码 505-513出版社
TAYLOR & FRANCIS INC
DOI: 10.1080/10586458.2021.1980460
关键词
Laplace transform; Generalized Stieltjes function; logarithmically completely monotonic function; Bernstein function; Primary; Secondary
类别
This article revisits a family of recently investigated Bernstein functions and identifies those functions with logarithmically completely monotonic derivatives. As a result, a class of Bernstein functions, named Horn-Bernstein functions after Roger A. Horn's findings, is introduced.
A family of recently investigated Bernstein functions is revisited and those functions for which the derivatives are logarithmically completely monotonic are identified. This leads to the definition of a class of Bernstein functions, which we propose to call Horn-Bernstein functions because of the results of Roger A. Horn.
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