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	Shelah - Wikipedia, the free encyclopedia
		Shelah or Shela (שֵׁלָה "Petition", Standard Hebrew Šela, Tiberian Hebrew Šēlāh) is the name of two persons in the Bible:
		Shelah is also one of several variant transliterations of Saleh.
		Saharon Shelah, an Israeli mathematician working mainly in logic, model theory and set theory
	en.wikipedia.org /wiki/Shelah (126 words)

	DBLP: Saharon Shelah (Site not responding. Last check: 2007-11-06)
		Mirna Dzamonja, Saharon Shelah: Universal graphs at the successor of a singular cardinal.
		Saharon Shelah: On Quantification with A Finite Universe.
		Matatyahu Rubin, Saharon Shelah: On the Expressibility Hierarchy of Magidor-Malitz Quantifiers.
	www.informatik.uni-trier.de /~ley/db/indices/a-tree/s/Shelah:Saharon.html (2110 words)

	Encyclopedia: Saharon Shelah (Site not responding. Last check: 2007-11-06)
		Set theory is a branch of mathematics created principally by the German mathematician Georg Cantor at the end of the 19th century.
		Shelah also solved several outstanding questions from other fields, among them: In mathematics, model theory is the study of the representation of mathematical concepts in terms of set theory, or the study of the models which underlie mathematical systems.
		PCF theory is the name of a mathematical theory, invented by Saharon Shelah, that deals with power sets of singular cardinals.
	www.nationmaster.com /encyclopedia/Saharon-Shelah (786 words)

	Annals of Pure and Applied Logic. (Site not responding. Last check: 2007-11-06)
		Shelah, Toward classifying unstable theories, Annals of Pure and Applied Logic 80 (3) (1996) pp.
		Mariusz Rabus, Saharon Shelah, Covering a function on the plane by two continuous functions on an uncountable square - the consistency, Annals of Pure and Applied Logic 103 (1-3) (2000) pp.
		Tapani Hyttinen, Saharon Shelah, Strong splitting in stable homogeneous models, Annals of Pure and Applied Logic 103 (1-3) (2000) pp.
	www.elsevier.com /cdweb/journals/01680072/viewer.htt?viewtype=authors&rangeselected=22 (907 words)

	AR's Sevice Page (Site not responding. Last check: 2007-11-06)
		Shelah, Saharon Successor of singulars: combinatorics and not collapsing cardinals kappa in kappa-support iterations.
		Shelah, Saharon; Spasojevic, Zoran Cardinal invariants b-kappa and t-kappa.
		Shelah, Saharon On ultraproducts of Boolean algebras and irr.
	www.unomaha.edu /logic/service/serprof.html (336 words)

	Shelah receives Bolyai prize (Site not responding. Last check: 2007-11-06)
		Saharon Shelah (Hebrew University, Jerusalem, Israel and Rutgers University, New Jersey) has been awarded the János Bolyai International Mathematical Prize of the Hungarian Academy of Sciences, which consists of a medal and an award of $25,000.
		This award was established in 1903 by the Hungarian Academy of Sciences in honor of János Bolyai, co-discoverer of non-Euclidean geometry, and was presented to H. Poincaré in 1905 and to D. Hilbert in 1910, after which various historical events, beginning with the first World War, forced its interruption.
		His solutions to deep and longstanding problems and his independence techniques forever changed the landscape of set theory; this is even more true in model theory where his concepts and methods have completely revolutionized the area.
	www.math.rutgers.edu /docs/shelah.html (264 words)

	Amazon.com: Books: Classification Theory (Studies in Logic and the Foundations of Mathematics) (Site not responding. Last check: 2007-11-06)
		While Shelah successfully argues paramatric indices approaching various asymptopals, he fails to create a cogent argument for connecting classical arithmetic and fractions to the subtleties of salubrious varistor scanning and its application to the classification of supine numerical systems.
		Shelah's book is probably one of the most original publication in the history of modern mathematics.
		Shelah's approach to the area is influenced by the discovery of set theory and Paul Erdos's work in combinatorics.
	www.isbnbooklookup.com /cheap/0444702601/Classification%20Theory/Saharon%20Shelah/0 (1717 words)

	Shelah's Archive
		This is the archive of Saharon Shelah's mathematical papers.
		Shelah's 1991 article on Future of Set Theory (E16), now not only as pdf file, but also converted to html.
		Many of Shelah's papers are already available there.
	shelah.logic.at (442 words)

	Oxford University Press: Cardinal Arithmetic: Saharon Shelah (Site not responding. Last check: 2007-11-06)
		"Saharon Shelah's pcf ("possible cofinalities") theory and its applications have become a major branch of set-theoretic research since the late 1980's, illuminating many issues involving singular cardinals in combinatorial set theory and the theory of large cardinals.
		.Saharon Shelah is a phenomenal mathematician, preeminent both in model theory and in set theory.
		Saharon Shelah, Professor, Department of Mathematics, Rutgers University; Institute of Mathematics, Hebrew University of Jerusalem, Israel
	www.us.oup.com /us/catalog/general/subject/Mathematics/Logic/~~/c2Y9YWxsJnNzPWF1dGhvci5hc2Mmc2Q9YXNjJnBmPTExMCZ2aWV3PXVzYSZwcj0xMCZib29rQ292ZXJzPXllcyZjaT0wMTk4NTM3ODU5 (327 words)

	DB&LP: Saharon Shelah (Site not responding. Last check: 2007-11-06)
		Dov M. Gabbay, Amir Pnueli, Saharon Shelah, Jonathan Stavi: On the Temporal Basis of Fairness.
		Saharon Shelah, Joel Spencer: Threshold Spectra for Random Graphs.
		Yuri Gurevich, Neil Immerman, Saharon Shelah: McColm's Conjecture.
	researchsmp2.cc.vt.edu /DB/db/indices/a-tree/s/Shelah:Saharon.html (123 words)

	Saharon Shelah (Site not responding. Last check: 2007-11-06)
		Saharon Shelah (llevado de julio el 3 de 1945 en Jerusalén) es matemático israelí.
		El interés principal de Shelah miente en en lógica matemática, en detalle la teoría modelo y teoría determinada.
		Shelah es uno de los matemáticos contemporáneos más prolíficos.
	www.yotor.net /wiki/es/sa/Saharon%20Shelah.htm (228 words)

	Hyperlinked List of Shelah's papers
		Shelah, Successor of singulars: combinatorics and not collapsing cardinals $\leq\kappa$ in $(
		Shelah, Non-existence of universals for classes like reduced torsion free abelian groups under embeddings which are not necessarily pure -- Advances in Algebra and Model Theory.
		Shelah, Categoricity of Theories in $L_{\kappa^* \omega}$, when $\kappa^*$ is a measurable cardinal.
	shelah.logic.at /listb.html (6282 words)

	[No title] (Site not responding. Last check: 2007-11-06)
		Shelah's categoricity conjecture: If an L_{\omega_1,\omega} theory is categorical in a cardinal greater than the Hanf number then the theory is categorical in every cardinal above the Hanf number.
		In the late seventies Shelah introduced the notion of abstract elementary class (a semantic generalization of L_{\omega_1,\omega} theory) and formulated a similar strong categoricity conjecture.
		Recently Monica VanDieren and the speaker proved that Shelah's conjecture holds for a large family of abstract elementary classes.
	www.math.psu.edu /simpson/logic/seminar/040120.html (164 words)

	Saharon Shelah Biography / Biography of Saharon Shelah 1950 To Present: Mathematics Biography
		Saharon Shelah Biography / Biography of Saharon Shelah 1950 To Present: Mathematics Biography
		Israeli mathematician whose work in mathematical logic and the mathematics of semantics has contributed greatly to the fields of logic and metalogic (logical systems that encompass other, lower-level logical systems).
		Shelah's most important work deals with advanced concepts in semantics and the science of concepts.
	www.bookrags.com /biography-saharon-shelah-scit-07123 (76 words)

	Fields Institute - Set Theory and Analysis Seminar
		Normed forcing first established its usefulness in Saharon Shelah's seminal proof that the splitting number can be greater than the unboundedness number.
		The essential idea was to use measures (often on finite sets) to control the splitting nodes of trees used as forcing conditions.
		Lately, in more joint work with A. Roslanowski, a simple form of integration was added to the mix and has allowed the solution of several longstanding problems in the theory of measurable functions.
	www.fields.utoronto.ca /programs/scientific/02-03/set_theory/lectures (240 words)

	Read about Saharon Shelah at WorldVillage Encyclopedia. Research Saharon Shelah and learn about Saharon Shelah here! (Site not responding. Last check: 2007-11-06)
		Research Saharon Shelah and learn about Saharon Shelah here!
		Saharon Shelah (שהרן שלח, born July 3, 1945 in Jerusalem) is an
		Shelah's main interest lies in mathematical logic, in particular in model theory and
	encyclopedia.worldvillage.com /s/b/Saharon_Shelah (193 words)

	DBLP: Saharon Shelah
		Saharon Shelah: Consistently There Is No Non Trivial CCC Forcing Notion with the Sacks or Laver Property.
		Saharon Shelah, Lee J. Stanley: Forcing Many Positive Polarized Partition Relations Between A Cardinal and Its Powerset.
		Saharon Shelah: If There Is an Exactly lambda-free Abelian Group There There Is an Exactly lambda-Separable One in lambda.
	sunsite.informatik.rwth-aachen.de /dblp/db/indices/a-tree/s/Shelah:Saharon.html (1990 words)

	Saharon Shelah Encyclopedia Article, Definition, History, Biography (Site not responding. Last check: 2007-11-06)
		Looking For saharon shelah - Find saharon shelah and more at Lycos Search.
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	www.karr.net /search/encyclopedia/Saharon_Shelah (397 words)

	Author : works by Saharon Shelah
		Progress for larger groups was slow, and the problem was considered one of the most important ones in algebra for many years.In 1973, Saharon Shelah showed that from the standard ZFC axiom system, the statement can be neither proven nor disproven.This result was completely unexpected.
		Shelah: "Infinite Abelian groups, Whitehead problem and some constructions", Israel Journal of Mathematics 18 (1974), pp.
		Shelah: "Whitehead groups may not be free, even assuming CH.
	www.isbnbooklookup.com /861854_saharon-shelah_0444702601classificationtheoryromancebooksonline.html (538 words)

	[No title]
		Part A}, volume = {46}, year = {1983}, }, @article{Sh:87b, author = {Shelah, Saharon}, ams-subject = {(03C45)}, fromwhere = {IL}, journal = {Israel Journal of Mathematics}, review = {MR 85m:03024b}, pages = {241--273}, title = {Classification theory for nonelementary classes, I. The number of uncountable models of $\psi \in L_{\omega _{1},\omega }$.
		A ``fl-box'' theorem for morasses, with applications to super-Souslin trees}, volume = {43}, year = {1982}, }, @article{Sh:113, author = {Shelah, Saharon}, ams-subject = {(03C95)}, fromwhere = {IL}, journal = {Israel Journal of Mathematics}, review = {MR 91i:03078}, pages = {193--213}, title = {The theorems of Beth and Craig in abstract model theory.
		We prove that the Axiom of Full Reflection which states that every stationary set reflects fully at regular cardinals, together with the existence of $n$-Mahlo cardinals is equiconsistent with the existence of $\Pi^1_n$-indescribable cardinals.
	www.math.rutgers.edu /pub/shelah/shelah_a.bib (1840 words)

	Rami Grossberg's WWW Page
		Ph.D. Hebrew University of Jerusalem, 1986 (advisor: Saharon Shelah)
		I'm interested in model theory (a branch of logic), especially in the classification theory of non elementary classes, infinitary logics, extensions of first-order logic, combinatorial set theory, and the applications of these areas to algebra.
		Shelah's Categoricity Conjecture from a successor for Tame Abstract Elementary Classes.
	www.math.cmu.edu /users/rami/home.html (608 words)

	List of Publications
		Tomek Bartoszynski, Martin Goldstern, Haim Judah and Saharon Shelah, All meager filters may be null, Proceedings of the American Mathematical Society 117 (1993), no. 2, 515-521.
		Tomek Bartoszynski and Saharon Shelah, Strongly meager and strong measure zero sets, Archive of Mathematical Logic 41 (2002), no. 3, 245-250.
		Tomek Bartoszynski and Saharon Shelah, Borel Conjecture and
	math.boisestate.edu /~tomek/RESUME/node6.html (912 words)

	publications
		[8] Mirna Dzamonja and Saharon Shelah, The club principle does not imply the existence of a Suslin tree, Israel Journal of Mathematics, 113 (1999), 163-204; erratum 119 (2000), 379.
		[12] Mirna Dzamonja and Saharon Shelah, Universal graphs at the successor of a singular cardinal, Journal of Symbolic Logic, Vol.
		[18] Mirna Dzamonja and Saharon Shelah, On properties of theories which preclude the existence of universal models, to appear in the Annals of Pure and Applied Logic.
	www.mth.uea.ac.uk /~h020/papers.html (717 words)

	The Israeli Connection
		One of the most prolific logicians in history is Professor Saharon Shelah of the Hebrew University of Jerusalem.
		It is typical for Shelah's papers that they are long and very condensed as far as the form/exposition is concerned.
		On November 4th, Shelah was awarded the Janos Bolyai Prize of the Hungarian Academy of Sciences.
	avalon.unomaha.edu /wwwmath/OurArchive/NEWS2000/node14.html (470 words)

	Shelah's Archive
		An html list of Shelah's coauthors, each name linked to a list of his/her papers with Shelah.
		Go has selected "Shelah's Archive" as a recipient of a Links2Go Key Resource award in their "Logic" category.
		The pages in Shelah's archive look best when viewed with any browser.
	www.math.rutgers.edu /pub/shelah (447 words)

	Preserving preservation , Jakob Kellner, Saharon Shelah
		Jaime Ihoda (Haim Judah) and Saharon Shelah Souslin forcing, Journal of Symbolic Logic, vol.
		Andrzej Roslanowski and Saharon Shelah Measured creatures, series Israel Journal of Mathematics, accepted, math.LO/0010070.
		Saharon Shelah Proper and improper forcing, Perspectives in Mathematical Logic, Springer-Verlag,1998.
	projecteuclid.org /Dienst/UI/1.0/Display/euclid.jsl/1122038920 (345 words)

	[No title]
		\bibitem{MR94g:03070} Tapani Hyttinen, Saharon Shelah, and Heikki Tuuri.
		\bibitem{MR94a:03058} Alan Mekler, Saharon Shelah, and Jouko V{\"a}{\"a}n{\"a}nen.
		\bibitem{MR95f:03052} Saharon Shelah, Heikki Tuuri, and Jouko V{\"a}{\"a}n{\"a}nen.
	www.math.helsinki.fi /~logic/julkaisut/julkaisuluettelo.aux.bbl (1013 words)

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