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Carolin Antos
Carolin Antos
Juniorprofessorin, Fachbereich Philosophie, Universität Konstanz
Verified email at uni-konstanz.de - Homepage
Title
Cited by
Cited by
Year
Multiverse conceptions in set theory
C Antos, SD Friedman, R Honzik, C Ternullo
Synthese 192 (8), 2463-2488, 2015
572015
Universism and extensions of V
C Antos, N Barton, SD Friedman
The Review of Symbolic Logic 14 (1), 112-154, 2021
292021
Class forcing in class theory
C Antos
The hyperuniverse project and maximality, 1-16, 2017
202017
Hyperclass forcing in Morse-Kelley class theory
C Antos, SD Friedman
The Journal of Symbolic Logic 82 (2), 549-575, 2017
192017
The hyperuniverse project and maximality
C Antos, SD Friedman, R Honzik, C Ternullo
Birkhäuser, 2018
122018
Modern class forcing
C Antos, V Gitman
82023
Boolean-valued class forcing
C Antos, SD Friedman, V Gitman
Fundam. Math 255, 231-254, 2021
62021
Models as fundamental entities in set theory: A naturalistic and practice-based approach
C Antos
Erkenntnis, 1-28, 2022
42022
Foundations of Higher-Order Forcing
C Antos
Bulletin of Symbolic Logic 24 (4), 457-457, 2018
22018
Multiverse conceptions and the hyperuniverse programme
C Antos, SD Friedman, R Honzik, C Ternullo, M Chopra
On line paper, 2014
12014
Expanding the notion of inconsistency in mathematics: the theoretical foundations of mutual inconsistency
C Antos
1
A general framework for a Second Philosophy analysis of set-theoretic methodology
C Antos, D Kant
1
Explanation in Descriptive Set Theory
C Antos, M Colyvan
2023
Conceptions of infinity and set in Lorenzen’s operationist system
C Antos
Paul Lorenzen–Mathematician and Logician, 23, 2021
2021
Introduction to: Special Issue on Foundations of Mathematics
C Antos, N Barton, SD Friedman, C Ternullo, J Wigglesworth
2020
Defectiveness of formal concepts
C Antos
The Palgrave Companion to the Philosophy of Set Theory
C Antos, N Barton, G Venturi
Preliminary Program
I Bandos, D Sorokin, PI Fomin, IA Bandos, JA de Azcárraga, A Shebeko, ...
Forcing in Modern Set Theory: A History of Conceptual Change
C Antos, D Kuby
Set Theory: Bridging Mathematics and Philosophy
C Antos, D Kuby, N Barton, D Kant
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Articles 1–20