Bernstein Functions (Innbundet)

Theory and Applications

Serie: De Gruyter Studies in Mathematics 

Forfatter:

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Forfatter: , og
Innbinding: Innbundet
Utgivelsesår: 2012
Antall sider: 424
Forlag: De Gruyter
Språk: Engelsk
Serie:
ISBN/EAN: 9783110252293
Kategori: Matematikk
Omtale Bernstein Functions
Bernstein functions appear in various fields of mathematics, e.g. probability theory, potential theory, operator theory, functional analysis and complex analysis - often with different definitions and under different names. Among the synonyms are `Laplace exponent' instead of Bernstein function, and complete Bernstein functions are sometimes called `Pick functions', `Nevanlinna functions' or `operator monotone functions'.

This monograph - now in its second revised and extended edition - offers a self-contained and unified approach to Bernstein functions and closely related function classes, bringing together old and establishing new connections. For the second edition the authors added a substantial amount of new material. As in the first edition Chapters 1 to 11 contain general material which should be accessible to non-specialists, while the later Chapters 12 to 15 are devoted to more specialized topics. An extensive list of complete Bernstein functions with their representations is provided.

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