The Continuum Hypothesis and Other Set-Theoretic Ideas for Non-Set-Theorists (Part 1)

Name: The Continuum Hypothesis and Other Set-Theoretic Ideas for Non-Set-Theorists (Part 1)
Uploaded: 2016-02-17T22:13:10.000Z
Duration: 1 h 42 min 49 s
Channel: Joel David Hamkins
Description: Joel David Hamkins presents an accessible yet rigorous introduction to the Continuum Hypothesis and foundational set-theoretic concepts, including Cantor-Bendixson and ordinal numbers.

Joel David Hamkins

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University of Notre Dame·Joel David Hamkins

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The Continuum Hypothesis and Other Set-Theoretic Ideas for Non-Set-Theorists (Part 1)

Joel David Hamkins University of Notre Dame

1:42:49·2016·graduate level·Standalone Lecture

Joel David Hamkins presents an accessible yet rigorous introduction to the Continuum Hypothesis and foundational set-theoretic concepts, including Cantor-Bendixson and ordinal numbers.

Title: The continuum hypothesis and other set-theoretic ideas for non-set-theorists

Mathematics Category Theory, Topos Theory & Set Foundations Set Theory, Forcing, Large Cardinals & Incompleteness Set Theory & Proof Techniques Continuum Hypothesis Ordinal Numbers

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Joel David Hamkins

Professor of Logic

Joel David Hamkins is a professor of logic at the University of Oxford, renowned for his contributions to set theory, particularly forcing and large cardinals.

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