Overview
- Authors:
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Saharon Shelah
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Institute of Mathematics, The Hebrew University, Jerusalem, Israel
Department of Mathematics, University of California, Berkeley, USA
Department of Mathematics, Ohio State University, Columbus, USA
Institute of Advanced Studies, The Hebrew University, Jerusalem, Israel
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Table of contents (14 chapters)
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Front Matter
Pages I-XXIX
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Back Matter
Pages 492-498
About this book
These notes can be viewed and used in several different ways, each has some justification, a collection of papers, a research monograph or a text book. The author has lectured variants of several of the chapters several times: in University of California, Berkeley, 1978, Ch. III , N, V in Ohio State Univer sity in Columbus, Ohio 1979, Ch. I,ll and in the Hebrew University 1979/80 Ch. I, II, III, V, and parts of VI. Moreover Azriel Levi, who has a much better name than the author in such matters, made notes from the lectures in the Hebrew University, rewrote them, and they ·are Chapters I, II and part of III , and were somewhat corrected and expanded by D. Drai, R. Grossberg and the author. Also most of XI §1-5 were lectured on and written up by Shai Ben David. Also our presentation is quite self-contained. We adopted an approach I heard from Baumgartner and may have been used by others: not proving that forcing work, rather take axiomatically that it does and go ahead to applying it. As a result we assume only knowledge of naive set theory (except some iso lated points later on in the book).
Authors and Affiliations
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Institute of Mathematics, The Hebrew University, Jerusalem, Israel
Saharon Shelah
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Department of Mathematics, University of California, Berkeley, USA
Saharon Shelah
-
Department of Mathematics, Ohio State University, Columbus, USA
Saharon Shelah
-
Institute of Advanced Studies, The Hebrew University, Jerusalem, Israel
Saharon Shelah