Set Theory and Logic

   

Geometric Axioms Entailing the Negation of the Continuum Hypothesis [Геометрические аксиомы, влекущие за собой отрицание гипотезы континуума]

Authors: Dmitry Vatolin

The article formulates geometric axioms, from which it follows that the cardinality of the continuum is greater than the cardinality of any well ordered set [В статье сформулированы геометрические аксиомы, из которых следует, что мощность континуума больше мощности любого вполне-упорядоченного множества.]

Comments: 14 Pages. In Russian

Download: PDF

Submission history

[v1] 14 May 2010
[v2] 22 Nov 2010
[v3] 2016-08-26 10:46:35
[v4] 2017-03-23 22:14:37
[v5] 2017-06-04 03:19:45

Unique-IP document downloads: 819 times

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