Neil Barton

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Common Coauthors
Commonly Cited References
Action Title Year Authors # of times referenced
+ PDF Chat Internal Consistency and the Inner Model Hypothesis 2006 Sy‐David Friedman
5
+ PDF Chat UNIVERSISM AND EXTENSIONS OF <i>V</i> 2020 Carolin Antos
Neil Barton
Sy‐David Friedman
5
+ PDF Chat On Colimits and Elementary Embeddings 2013 Joan Bagaria
Andrew D. Brooke-Taylor
4
+ PDF Chat On the consistency strength of the inner model hypothesis 2008 Sy‐David Friedman
Philip Welch
W. Hugh Woodin
3
+ From Kant to Hilbert: A Source Book in the Foundations of Mathematics 2005 William Ewald
3
+ A characterization of Martin's axiom in terms of absoluteness 1997 Joan Bagaria
3
+ Elementary Categories, Elementary Toposes 1992 Colin McLarty
3
+ PDF Chat THE SET-THEORETIC MULTIVERSE 2012 Joel David Hamkins
3
+ PDF Chat IN SEARCH OF ULTIMATE-<i>L</i>THE 19TH MIDRASHA MATHEMATICAE LECTURES 2017 W. Hugh Woodin
3
+ PDF Chat Categories for the Working Mathematician 1971 Saunders Mac Lane
3
+ THE PROSPECTS OF UNLIMITED CATEGORY THEORY: DOING WHAT REMAINS TO BE DONE 2015 Michael Ernst
2
+ Classes and truths in set theory 2012 Kentaro Fujimoto
2
+ PDF Chat The downward directed grounds hypothesis and very large cardinals 2017 Toshimichi Usuba
2
+ Elementary embeddings and infinitary combinatorics 1971 Kenneth Kunen
2
+ The Princeton companion to mathematics 2009 2
+ Small embedding characterizations for large cardinals 2018 Peter Holy
Philipp Lücke
Ana Njegomir
2
+ Maximality Principles in Set Theory 2016 Luca Incurvati
2
+ On the Question of Absolute Undecidability 2006 Peter Koellner
2
+ Philosophy of mathematics: structure and ontology 1998 Stewart Shapiro
2
+ The Absolute Arithmetic Continuum and the Unification Of all Numbers Great and Small 2012 Philip Ehrlich
2
+ Mathematics without Numbers 1993 Geoffrey Hellman
2
+ On the Set-Generic Multiverse 2017 Sy‐David Friedman
Sakaé Fuchino
Hiroshi Sakai
2
+ PDF Chat A simple maximality principle 2003 Joel David Hamkins
2
+ Bounded forcing axioms as principles of generic absoluteness 2000 Joan Bagaria
2
+ Inner models for set theory—Part II 1952 J. C. Shepherdson
2
+ What Does it Take to Prove Fermat's Last Theorem? Grothendieck and the Logic of Number Theory 2010 Colin McLarty
2
+ The strength of Mac Lane set theory 2001 A. R. D. Mathias
2
+ Set theory for category theory 2008 Michael Shulman
2
+ Topoi - The Categorial Analysis of Logic 1984 Robert Goldblatt
2
+ Set-theoretic geology 2014 Günter Fuchs
Joel David Hamkins
Jonas Reitz
2
+ PDF Chat Descriptive inner model theory 2013 Grigor Sargsyan
2
+ Foundations without Foundationalism: A Case for Second-Order Logic. 1994 Gila Sher
Stewart Shapiro
2
+ On elementary embeddings from an inner model to the universe 2001 John Vickers
Philip Welch
2
+ Exploring Categorical Structuralism 2004 Colin McLarty
2
+ Foundations of Set Theory 2012 Abraham A. Fraenkel
Yehoshua Bar‐Hillel
2
+ PDF Chat Mathematical forms and forms of mathematics: leaving the shores of extensional mathematics 2011 Jean‐Pierre Marquis
2
+ PDF Chat Open determinacy for class games 2017 Victoria Gitman
Joel David Hamkins
2
+ None 2001 Kai Hauser
2
+ How We Learn Mathematical Language 1997 Vann McGee
2
+ PDF Chat Wide Sets, ZFCU, and the Iterative Conception 2014 Christopher Menzel
1
+ Realism in Mathematics 1990 Penelope Maddy
1
+ PDF Chat Structural connections between a forcing class and its modal logic 2015 Joel David Hamkins
George Leibman
Benedikt Löwe
1
+ Psychological foundations of number: numerical competence in human infants 1998 Karen Wynn
1
+ What numbers could not be 1984 Paul Benacerraf
1
+ $V=L$ and Maximize 1998 Penelope Maddy
1
+ PDF Chat Martin’s maximum revisited 2015 Matteo Viale
1
+ Zermelo and Set Theory 2004 Akihiro Kanamori
1
+ PDF Chat The higher infinite: large cardinals in set theory from their beginnings 1996 Akihiro Kanamori
1
+ The Mathematical Development of Set Theory from Cantor to Cohen 1996 Akihiro Kanamori
1
+ Higher set theory and mathematical practice 1971 Harvey Friedman
1