Dover books on mathematics Books in Order

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The Dover books on mathematics series is a collection of educational texts published between 1925 and 2015, focusing on foundational and theoretical aspects of mathematics. The series includes works on number systems, group theory, topology, geometry, and the historical development of mathematical concepts. Each book aims to provide clear explanations and structured approaches to mathematical principles, often emphasizing axiomatic methods and historical context.

Publication order

In the order the books were originally released.

  1. Cover of College geometry

    College geometry

    1925 · Nathan Altshiller-Court

    College geometry is a 1925 book by Nathan Altshiller-Court. It is part of the series Dover books on mathematics. Catalog genres: Reference.

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  2. Cover of Advanced Euclidean geometry

    Advanced Euclidean geometry

    Year unknown · Roger Arthur Johnson

    Advanced Euclidean geometry is a 1960 book by Roger Arthur Johnson. It is part of the series Dover books on mathematics.

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  3. Cover of Foundations and fundamental concepts of mathematics

    Foundations and fundamental concepts of mathematics

    1990 · Howard Eves

    The third edition of an undergraduate-level mathematics textbook provides an overview of the historical development of several mathematical fields.…

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  4. Cover of The Number System

    The Number System

    Year unknown · Hugh Thurston

    The Number System is a 2012 book by Hugh Thurston. It is part of the series Dover books on mathematics. OpenLibrary readers rate it 5.00 of 5 (1…

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  5. Introduction to the Theory of Groups

    Year unknown · Pavel Sergeevich Aleksandrov

    Introduction to the Theory of Groups is a 2013 book by Pavel Sergeevich Aleksandrov. It is part of the series Dover books on mathematics.

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  6. Geometry, Its Elements and Structure

    2014 · Alfred S. Posamentier

    Geometry, Its Elements and Structure is a 2014 book by Alfred S. Posamentier. It is part of the series Dover books on mathematics.

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  7. Intuitive Concepts in Elementary Topology

    Year unknown · Bradford Henry Arnold

    Intuitive Concepts in Elementary Topology is a 2015 book by Bradford Henry Arnold. It is part of the series Dover books on mathematics.

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Frequently asked questions

What order should I read the Dover books on mathematics books in?

Read them in publication order, starting with “College geometry”. Start with “College geometry.”

How many books are in the Dover books on mathematics series?

We list 7 books , published between 1925–2014.

Where can I buy the Dover books on mathematics books?

Each title above links to Amazon. See our affiliate disclosure.

Reading order compiled from author/publisher guidance and verified bibliographic data. Spotted a wrong order, a missing book, or any other mistake? and we'll correct it.