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Introduction to Axiomatic Set Theory (Graduate Texts in Mathematics) Second Edition 1982
Presented as an introduction to axiomatic set theory
Introduction to Axiomatic Set Theory (Graduate Texts in Mathematics) Second Edition 1982
Item #: 16764520

Introduction to Axiomatic Set Theory (Graduate Texts in Mathematics) Second Edition 1982

Item #: 16764520

USD 106

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Presented as an introduction to axiomatic set theory
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What Stands Out

Comprehensive Overview
This text provides an extensive introduction to axiomatic set theory, making it suitable for graduate students seeking a solid foundation in the subject.
Updated Edition
The 2nd edition offers revised content over the original, ensuring that readers engage with the latest methodologies and theories in set theory.
Softcover Format
The softcover version presents a convenient and cost-effective option for students, allowing easy access to important mathematical concepts without compromising on quality.

Product Details

Get the best deals on Introduction to Axiomatic Set Theory at Ubuy British Virgin Islands. Explore the Graduate Texts in Mathematics, 1 2nd ed. 1982. Softcover reprint of the original 2nd ed. 1982 Edition.
Publisher Springer
Publication date December 12, 2011
Edition Second Edition 1982
Language English
Print length 256 pages
ISBN-10 1461381703
ISBN-13 978-1461381709
Item Weight 12.5 ounces (354.38 grams)
Dimensions 5.98 x 0.59 x 9.02 inches (15.2 x 1.5 x 22.9 cm)

Who Should Buy?

Suitable For
  • Graduate Students

    Ideal for graduate students studying mathematics, particularly those focusing on set theory and foundational mathematics.

  • Mathematics Educators

    Useful for educators teaching advanced mathematics courses, providing foundational knowledge and pedagogical insights in set theory.

  • Researchers

    Beneficial for researchers in mathematical logic and foundations, offering a strong theoretical framework in axiomatic set theory.

Not Suitable For
  • Beginner Learners

    Not suitable for beginners as it assumes prior knowledge of mathematical concepts and rigorous proof techniques.

Product Description

Introduction to Axiomatic Set Theory (Graduate Texts in Mathematics) Second Edition 1982

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Customer Questions & Answers

  • Question: What are the key objectives of this book?

    Answer: To cover Godel's work on consistency of Axiom of Choice & Generalized Continuum Hypothesis and Cohen's work on independence of AC and GCH
  • Question: What is the advantage of a fast development text?

    Answer: It highlights key results
  • Question: What are the characteristics of the text in this product description?

    Answer: It is an introduction to axiomatic set theory

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