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Titlebook: Set Theory; Techniques and Appli Carlos Augusto Prisco,Jean A. Larson,A. R. D. Math Conference proceedings 1998 Springer Science+Business M

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书目名称Set Theory
副标题Techniques and Appli
编辑Carlos Augusto Prisco,Jean A. Larson,A. R. D. Math
视频video
图书封面Titlebook: Set Theory; Techniques and Appli Carlos Augusto Prisco,Jean A. Larson,A. R. D. Math Conference proceedings 1998 Springer Science+Business M
描述During the past 25 years, set theory has developed in severalinteresting directions. The most outstanding results cover theapplication of sophisticated techniques to problems in analysis,topology, infinitary combinatorics and other areas of mathematics.This book contains a selection of contributions, some of which areexpository in nature, embracing various aspects of the latestdevelopments. Amongst topics treated are forcing axioms and theirapplications, combinatorial principles used to construct models, and avariety of other set theoretical tools including inner models,partitions and trees. ..Audience:. This book will be of interest to graduate students andresearchers in foundational problems of mathematics.
出版日期Conference proceedings 1998
关键词Arithmetic; Division; Lemma; cardinals; differential equation; forcing; set; set theory
版次1
doihttps://doi.org/10.1007/978-94-015-8988-8
isbn_softcover978-90-481-4978-0
isbn_ebook978-94-015-8988-8
copyrightSpringer Science+Business Media B.V. 1998
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A. R. D. Mathiasother often bound ministers and merchants to the nobility.It is possible to make tentative suggestions about shifts in political power such as the rise of the lairds, the challenge to the existing order from the presbyterian clergy, or the growing confidence of the merchant burgesses.
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Stevo Todorcevicers, from Kent, Sussex, Wessex, Mercia and the kingdom of the Hwicce.. Though much of the detail is inevitably lacking, it is still possible to gain a general idea of how the Mercian kings achieved and maintained their hold over much of southern England.
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Large Cardinal Properties of Small Cardinalssupercompact cardinals) is a recurring theme in set theory. In these notes I discuss three examples of this phenomenon; stationary reflection, saturated ideals and the tree property..None of the results discussed here is due to me unless I say so explicitly.
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Countable Length Ramsey Games ω. is a limit ordinal or the successor of a limit ordinal. By way of contrast, we show that the second player wins .. , 3, ω.). More generally, the second player wins ., 3, ω V ..)*) for . a scattered linear order type of any cardinality (where the game lasts .-many moves).
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