
Ebook Info
- Published: 2004
- Number of pages: 400 pages
- Format: PDF
- File Size: 1.30 MB
- Authors: Herbert Heyer
Description
This book focuses on the algebraic-topological aspects of probability theory, leading to a wider and deeper understanding of basic theorems, such as those on the structure of continuous convolution semigroups and the corresponding processes with independent increments. The method applied within the setting of Banach spaces and of locally compact Abelian groups is that of the Fourier transform. This analytic tool along with the relevant parts of harmonic analysis makes it possible to study certain properties of stochastic processes in dependence of the algebraic-topological structure of their state spaces. Graduate students, lecturers and researchers may use the book as a primer in the theory of probability measures on groups and related structures.This book has been selected for coverage in: – CC / Physical, Chemical & Earth Sciences- Index to Scientific Book Contents(R) (ISBC)
User’s Reviews
Editorial Reviews: Review …well-written, practically self-contained. — Zentralblatt MATHWell organized and very readable. — Mathematical Reviews
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Keywords
Free Download Structural Aspects in the Theory of Probability: A Primer in Probabilities on Algebraic – Topological Structures (Multivariate Analysis) in PDF format
Structural Aspects in the Theory of Probability: A Primer in Probabilities on Algebraic – Topological Structures (Multivariate Analysis) PDF Free Download
Download Structural Aspects in the Theory of Probability: A Primer in Probabilities on Algebraic – Topological Structures (Multivariate Analysis) 2004 PDF Free
Structural Aspects in the Theory of Probability: A Primer in Probabilities on Algebraic – Topological Structures (Multivariate Analysis) 2004 PDF Free Download
Download Structural Aspects in the Theory of Probability: A Primer in Probabilities on Algebraic – Topological Structures (Multivariate Analysis) PDF
Free Download Ebook Structural Aspects in the Theory of Probability: A Primer in Probabilities on Algebraic – Topological Structures (Multivariate Analysis)