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An introduction to superprocesses

Over the past 20 years, the study of superprocesses has expanded into a major industry and can now be regarded as a central theme in modern probability theory. This book is intended as a rapid introduction to the subject, geared toward graduate students and researchers in stochastic analysis. A vari...

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Autor principal: Etheridge, Alison M
Lenguaje:eng
Publicado: American Mathematical Society 2000
Materias:
Acceso en línea:http://cds.cern.ch/record/2623111
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author Etheridge, Alison M
author_facet Etheridge, Alison M
author_sort Etheridge, Alison M
collection CERN
description Over the past 20 years, the study of superprocesses has expanded into a major industry and can now be regarded as a central theme in modern probability theory. This book is intended as a rapid introduction to the subject, geared toward graduate students and researchers in stochastic analysis. A variety of different approaches to the superprocesses emerged over the last ten years. Yet no one approach superseded any others. In this book, readers are exposed to a number of different ways of thinking about the processes, and each is used to motivate some key results. The emphasis is on why results are true rather than on rigorous proof. Specific results are given, including extensive references to current literature for their general form.
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spelling cern-26231112021-04-21T18:47:37Zhttp://cds.cern.ch/record/2623111engEtheridge, Alison MAn introduction to superprocessesMathematical Physics and MathematicsOver the past 20 years, the study of superprocesses has expanded into a major industry and can now be regarded as a central theme in modern probability theory. This book is intended as a rapid introduction to the subject, geared toward graduate students and researchers in stochastic analysis. A variety of different approaches to the superprocesses emerged over the last ten years. Yet no one approach superseded any others. In this book, readers are exposed to a number of different ways of thinking about the processes, and each is used to motivate some key results. The emphasis is on why results are true rather than on rigorous proof. Specific results are given, including extensive references to current literature for their general form.American Mathematical Societyoai:cds.cern.ch:26231112000
spellingShingle Mathematical Physics and Mathematics
Etheridge, Alison M
An introduction to superprocesses
title An introduction to superprocesses
title_full An introduction to superprocesses
title_fullStr An introduction to superprocesses
title_full_unstemmed An introduction to superprocesses
title_short An introduction to superprocesses
title_sort introduction to superprocesses
topic Mathematical Physics and Mathematics
url http://cds.cern.ch/record/2623111
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