James M. Henle

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All published works

Action	Title	Year	Authors
+	Puzzling and apuzzling graphs	2016	Daphne Gold James M. Henle Cherry Huang Tia Lyve Tara Marin Jasmine Osorio Mäneka Puligandla Bayla Weick Jing Xia He Yun
+	Review: Real Analysis Through Modern Infinitesimals , Cambridge University Press, 2011, xix + 565 pp., ISBN 978-1-107-00202-9, $127.00. by Nader Vakil.	2013	James M. Henle Michael Henle
+	Review	2013	James M. Henle
+ PDF Chat	Is (Some) Mathematics Poetry?	2011	James M. Henle
+	Calculus on strong partition cardinals	2006	James M. Henle
+	Calculus: The Language Of Change	2005	James M. Henle David W. Cohen
+	Doughnuts, floating ordinals, square brackets, and ultraflitters	2000	Carlos Augusto Di Prisco James M. Henle
+	The calculus of partition sequences, changing cofinalities, and a question of Woodin	1999	Arthur W. Apter James M. Henle Stephen Jackson
+	Partitions of products	1993	Carlos Augusto Di Prisco James M. Henle
+	On Box, Weak Box and Strong Compactness	1992	Arthur W. Apter James M. Henle
+	Filter spaces: towards a unified theory of large cardinal and embedding axioms	1989	Arthur W. Apter Carlos A. Diprisco James M. Henle William Swicker
+	Large cardinal structures below ℵ<sub><i>ω</i></sub>	1986	Arthur W. Apter James M. Henle
+	The Natural Numbers	1986	James M. Henle
+	Goodstein’s Theorem	1986	James M. Henle
+	An Outline of Set Theory	1986	James M. Henle
+	Choice and Infinitesimals	1986	James M. Henle
+	Goodstein’s Theorem	1986	James M. Henle
+	The Natural Numbers	1986	James M. Henle
+	Choice and Infinitesimals	1986	James M. Henle
+	The Universe	1986	James M. Henle
+	The Natural Numbers	1986	James M. Henle
+	The Cardinals	1986	James M. Henle
+	Choice and Infinitesimals	1986	James M. Henle
+	The Universe	1986	James M. Henle
+	Introduction	1986	James M. Henle
+	Goodstein’s Theorem	1986	James M. Henle
+	A.G. Hamilton. Numbers, sets and axioms. The apparatus of mathematics. Cambridge University Press, Cambridge etc. 1982, ix + 255 pp.	1984	James M. Henle
+	Infinite subscripts from infinite exponents	1984	James E. Baumgartner James M. Henle
+	FILTERS FOR SQUARE‐BRACKET PARTITION RELATIONS	1984	James M. Henle Aki Kanamori E. M. Kleinberg
+	Ultrafilters on spaces of partitions	1982	James M. Henle William S. Zwicker
+ PDF Chat	The Axiom of Determinateness and canonical measures	1981	James M. Henle
+	γ-ramsey and γ-ineffable cardinals	1978	James M. Henle

Common Coauthors

Coauthor	Papers Together
Arthur W. Apter	4
Carlos Augusto Di Prisco	2
William Swicker	1
Aki Kanamori	1
Jasmine Osorio	1
E. M. Kleinberg	1
William S. Zwicker	1
David W. Cohen	1
Carlos A. Diprisco	1
Mäneka Puligandla	1
Jing Xia	1
Jize Zhang	1
Michael Henle	1
Cherry Huang	1
Daphne Gold	1
Bayla Weick	1
Tia Lyve	1
He Yun	1
James E. Baumgartner	1
Stephen Jackson	1
Tara Marin	1

Commonly Cited References

Action	Title	Year	Authors	# of times referenced
+	Strong partition properties for infinite cardinals	1970	E. M. Kleinberg	6
+ PDF Chat	Infinitary Combinatorics and the Axiom of Determinateness	1977	E. M. Kleinberg	5
+ PDF Chat	A partition calculus in set theory	1956	Péter L. Erdős R. Rado	3
+	Infinite exponent partition relations and well-ordered choice	1973	E. M. Kleinberg Joel Seiferas	3
+	Some consequences of an infinite-exponent partition relation	1977	Jim Henle	2
+	Ad “the κn are Jonsson cardinals and κω is a Rowbottom cardinal”	1977	E. M. Kleinberg	2
+ PDF Chat	Regular cardinals in models of ${\rm ZF}$	1985	Moti Gitik	2
+	Countable partitions of product spaces	1980	Gadi Moran Dona Strauss	2
+ PDF Chat	Regular Cardinals in Models of ZF	1985	Moti Gitik	2
+	On the singular cardinals problem I	1977	Menachem Magidor	2
+	Strong axioms of infinity and elementary embeddings	1978	Robert M Solovay William N. Reinhardt Akihiro Kanamori	2
+	γ-ramsey and γ-ineffable cardinals	1978	James M. Henle	2
+	The weak □* is really weaker than the full □	1986	Shai Ben-David Menachem Magidor	1
+ PDF Chat	Ultrafilter mappings and their Dedekind cuts	1974	Andreas Blass	1
+	Adding closed cofinal sequences to large cardinals	1982	Lon Berk Radin	1
+	Non-nonstandard analysis:Real infinitesimals	1999	Jim Henle	1
+	Set Theory An Introduction to Independence Proofs	1980	Kenneth Kunen	1
+	The consistency of one fixed omega	1995	Jim Henle	1
+	Ultrafilters over a measurable cardinal	1976	Aki Kanamori	1
+	Can you take Solovay’s inaccessible away?	1984	Saharon Shelah	1
+ PDF Chat	Putting Differentials Back into Calculus	2010	Tevian Dray Corinne A. Manogue	1
+	What Poetry Is Found in Mathematics? What Possibilities Exist for Its Translation?	2009	JoAnne Growney	1
+	Introduction to Topology and Modern Analysis.	1964	Arthur E. Danese George F. Simmons	1
+	Partition properties and Prikry forcing on simple spaces	1990	Jim Henle	1
+	Some results on consecutive large cardinals II: Applications of radin forcing	1985	Arthur W. Apter	1
+ PDF Chat	Ramsey cardinals and constructibility	1979	William Mitchell	1
+	Successors of singular cardinals and measurability	1985	Arthur W. Apter	1
+ PDF Chat	A model in which GCH holds at successors but fails at limits	1992	James Cummings	1
+	There are many normal ultrafiltres corresponding to a supercompact cardinal	1971	Menachem Magidor	1
+ PDF Chat	Partition relations for cardinal numbers	1965	Péter L. Erdős A. Hajnal R. Rado	1
+	On the role of supercompact and extendible cardinals in logic	1971	Menachem Magidor	1
+ PDF Chat	Normal filters generated by a family of sets	1987	Carlos Augusto Di Prisco Carlos Uzcátegui	1
+	Some results on consecutive large cardinals	1983	Arthur W. Apter	1
+	Successive large cardinals	1978	Everett L. Bull	1
+	Measurable cardinals and the continuum hypothesis	1967	Amit Levy R. M. Solovay	1
+	Some results on polarized partion relations of higher dimension	1993	Walter Carnielli Carlos Augusto Di Prisco	1
+	Some combinatorial problems concerning uncountable cardinals	1973	Thomas Jech	1
+ PDF Chat	Weakly normal filters and irregular ultrafilters	1976	Aki Kanamori	1
+	Accessible Independence Results for Peano Arithmetic	1982	Laurie Kirby J. B. Paris	1
+	Magidor-like and radin-like forcing	1983	Jim Henle	1
+	Amalgamation of nonstandard models of arithmetic	1977	Andreas Blass	1
+	On descendingly complete ultrafilters	1973	Kenneth Kunen Karel Prikry	1
+	On the restricted ordinal theorem	1944	R. L. Goodstein	1
+	Ultrafilters on spaces of partitions	1982	James M. Henle William S. Zwicker	1
+ PDF Chat	A constructive approach to nonstandard analysis	1995	Erik Palmgren	1
+	A dual form of Ramsey's Theorem	1984	Timothy J. Carlson Stephen G. Simpson	1
+ PDF Chat	The axiom of determinacy implies dependent choices in <i>L</i>(R)	1984	Alexander S. Kechris	1
+	Rowbottom cardinals and Jonsson cardinals are almost the same	1973	E. M. Kleinberg	1
+	The evolution of large cardinal axioms in set theory	1978	Aki Kanamori Menachem Magidor	1
+	On the Singular Cardinals Problem II	1977	Menachem Magidor	1