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- 1. the Zermelo Fraenkel Axioms of Set Theory
- On Some Philosophical Aspects of the Background to Georg Cantor's
- Cantor on Infinity in Nature, Number, and the Divine Mind
- Beyond Infinity: Georg Cantor and Leopold Kronecker's Dispute Over
- Infinity: Is the Universe Infinite?
- Our Expanding Universe
- A Theory of Universes of Discourse for Metamathematics and Foundations
- Meta Math! Cover
- Design Inferences in an Infinite Universe
- Multiverse Conceptions in Set Theory
- Astrosociology: Interwiews About an Infinite Universe
- Parallel Universes
- Minimum Models of Second-Order Set Theories
- Alternative Set Theories
- Numbers Are Sets*
- Why Is the Universe of Sets Not a Set?
- 1 Connelly Barnes Why Is the Universe Described in Mathematics
- Infinite Universes
- Kelley-Morse Set Theory and Choice Principles for Classes
- Logic, Sets, and Proofs David A
- The Transfinite Universe
- Notes on Set Theory
- The True (?) Story of Hilbert's Infinite Hotel
- Cardinality Benjamin Cosman, Patrick Lin and Mahesh Viswanathan Fall 2020
- Set Definition: a Set Is Any Collection of Objects. If a Set Is Finite and Not Too Large, We Can Describe It by Listing All of I
- Formulating Categorical Concepts Using Classes
- 'The' Universe of Sets: Multiversism, Potentialism, And
- Chapter 3 Set Theory
- Sets, Functions, Relations
- Universism and Extensions of V
- 4 Sets and Operations on Sets
- The Axioms of Set Theory
- An Introduction to Set Theory
- The Standard ZFC Axioms for Set Theory Provide an Operative
- The Digital and the Real Universe. Foundations of Natural Philosophy and Computational Physics
- Oberlin1279129907.Pdf (220.53
- Conventional Wisdom Says the Universe Is Infinite. but It Could Be
- Metamathematics
- Cantor's Grundlagen and the Paradoxes of Set Theory
- The Aether of Spacetime Physics Is the Empty Set of Pure Mathematics
- [Math.GM] 1 Aug 2002 Acsfihul Otetn Htw Rt Nppr Sln Stec the As Thou Long As As Is Paper, It Rules
- 'Our Mathematical Universe' by Max Tegmark Is Our Universe Only One of Many? If So, How Real Are the Others?
- LECTURE 1 Georg Cantor (1845-1918) Ernst Zermelo (1871
- On Cardinality of Fuzzy Sets
- Aspects of the Problem of the Spatiotemporal Infinity of the World
- The Axioms of Set Theory ZFC
- The Mathematical Universe