Continuum (set theory)
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- Propositions Equivalent to the Continuum Hypothesis
- Constructivity in Mathematics
- The 'Continuum Problem'
- The Continuum Hypothesis and Set-Theoretic Forcing
- INFINITY: CARDINAL NUMBERS 1. Some Terminology of Set Theory N
- The Continuum Problem John Stillwell
- The Continuum Hypothesis and the Axioms of Set Theory
- The Continuum Hypothesis: a Mystery of Mathematics? by Matteo Viale
- EARLY HISTORY of the GENERALIZED CONTINUUM HYPOTHESIS: 1878-1938 Author(S): GREGORY H
- Conceptions of the Continuum Solomon Feferman1
- Disproof of the Continuum Hypothesis and Determination of the Cardinality of Continuum by Approximations of Sets
- Rachel Minster Proving the Continuum Hypothesis Independent of the Axioms of Set Theory Set Theory Is the Branch of Mathematics
- Section 0.8. Cardinal Numbers
- Set Cardinality, the Axiom of Choice, and the Continuum Hypothesis
- To Be Or Not to Be Constructive, That Is Not the Question
- Hermann Weyl on Intuition and the Continuum*
- Georg Cantor (1845–1918)
- Model Theory and the Cardinal Numbers P and T