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Probability Measures on Locally Compact Groups by Heyer, Herbert is a nonfiction available to read on EtoBox.

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Preliminaries. Almost Periodic Locally Compact Groups -- References and Comments -- I. Harmonic Analysis of Almost Periodic Locally Compact Groups -- 1.1 Measures on a Locally Compact Space -- 1.2 Convolution of Measures on a Locally Compact Group -- 1.3 Fourier Transforms of Bounded Measures -- 1.4 The Theorems of Lévy and Bochner -- 1.5 Convolution Semigroups and Negative-Definite Forms -- References and Comments -- II. Convergence of Convolution Sequences of Probability Measures -- 2.1 Convolution Powers on a Compact Group -- 2.2 Equivalence of Types of Convergence -- 2.3 The Normed Convergence Property -- 2.4 Convergence in Variance -- 2.5 Asymptotic Equidistribution -- 2.6 Shifting Iterated Convolutions -- References and Comments -- III. Embedding of Infinitely Divisible Probability Measures -- 3.1 Root Compact Groups -- 3.2 Poisson Measures and Their Characterizations -- 3.3 Submonogeneous Embedding of Infinitely Divisible Measures -- 3.4 Existence of One-Parameter Semigroups -- 3.5 The General Continuous Embedding -- 3.6 Injective Submonogeneous Embeddings -- References and Comments -- IV. Canonical Representations of Convolution Semigroups -- 4.1 Positive Semigroups and The

Who reads Probability Measures on Locally Compact Groups?

Author

Heyer, Herbert

Publisher

Springer Berlin Heidelberg : Imprint: Springer

Published

1977

Language

EN

ISBN

9783540083320

Category

nonfiction

Subjects

Mathematics, Technology, Stem