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Title: Bibliography: Set Theory with a Universal Set
Url: https://randall-holmes.github.io/Bibliography/setbiblio.html
Creator: Forster, Thomas
Holmes, M. Randall
Publisher: Boise State University
Description: This is a comprehensive bibliography on axiomatic set theories which have a universal set. (Zermelo-Fraenkel set theory, the most widely studied set theory, does not have a universal set.) This field presently includes three main areas of study: "New Foundations", a set theory devised by W. van Orman Quine, the positive set theory of Helen Skala, and model-based extensions of Zermelo-Fraenkel set theory, initiated by Alonzo Church.
LC Classification: Bibliography. Library science. Information resources (General) -- Subject bibliography -- Mathematics -- Special topics, A-Z -- Set theory
Science -- Mathematics -- Algebra -- Foundations of arithmetic. Set theory. Transfinite numbers
Science -- Mathematics -- Algebra -- Study and teaching. Research
Science -- Physics -- Atomic physics. Constitution and properties of matter -- Statistical physics -- Special topics, A-Z -- Set theory
GEM Subject: Mathematics
Mathematics -- Algebra
Key Concept: Mathematics -- Sets
Date Issued: 2005-03
Resource Type: Reference Material -- Bibliography
Format: Document -- HTML
Audience: Professional/Practitioner
Education Level: Higher Education -- Graduate/Professional
Higher Education -- Undergraduate (Lower Division)
Higher Education -- Undergraduate (Upper Division)
Higher Education -- Technical Education (Upper Division)
Vocational/Professional Development Education
Language: English
Access Rights: Free access
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Source: Math Forum
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