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Euclid—The Creation of Mathematics

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Cover of 'Euclid—The Creation of Mathematics'

Table of Contents

  1. Altmetric Badge
    Book Overview
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    Chapter 1 General Historical Remarks
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    Chapter 2 The Contents of the Elements
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    Chapter 3 The Origin of Mathematics 1: The Testimony of Eudemus
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    Chapter 4 Euclid Book I: Basic Geometry
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    Chapter 5 The Origin of Mathematics 2: Parallels and Axioms
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    Chapter 6 The Origin of Mathematics 3: Pythagoras of Samos
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    Chapter 7 Euclid Book II: The Geometry of Rectangles
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    Chapter 8 The Origin of Mathematics 4: Squaring the Circle
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    Chapter 9 Euclid Book III: About the Circle
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    Chapter 10 The Origin of Mathematics 5: Problems and Theories
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    Chapter 11 Euclid Book IV: Regular Polygons
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    Chapter 12 The Origin of Mathematics 6: The Birth of Rigor
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    Chapter 13 The Origin of Mathematics 7: Polygons After Euclid
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    Chapter 14 Euclid Book V: The General Theory of Proportions
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    Chapter 15 Euclid Book VI: Similarity Geometry
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    Chapter 16 The Origin of Mathematics 8: Be Wise, Generalize
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    Chapter 17 Euclid Book VII: Basic Arithmetic
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    Chapter 18 The Origin of Mathematics 9: Nicomachus and Diophantus
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    Chapter 19 Euclid Book VIII: Numbers in Continued Proportion, the Geometry of Numbers
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    Chapter 20 The Origin of Mathematics 10: Tools and Theorems
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    Chapter 21 Euclid Book IX: Miscellaneous Topics from Arithmetic
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    Chapter 22 The Origin of Mathematics 11: Math Is Beautiful
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    Chapter 23 Euclid Book X: Incommensurable Magnitudes
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    Chapter 24 The Origin of Mathematics 12: Incommensurability and Irrationality
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    Chapter 25 Euclid Book XI: Solid Geometry
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    Chapter 26 The Origin of Mathematics 13: The Role of Definitions
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    Chapter 27 Euclid Book XII: Volumes by Limits
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    Chapter 28 The Origin of Mathematics 14: The Taming of the Infinite
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    Chapter 29 Euclid Book XIII: Regular Polyhedra
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    Chapter 30 The Origin of Mathematics 15: Symmetry Through the Ages
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    Chapter 31 The Origin of Mathematics 16: The Origin of the Elements
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Title
Euclid—The Creation of Mathematics
Published by
Springer New York, December 2012
DOI 10.1007/978-1-4612-1412-0
ISBNs
978-1-4612-1412-0, 978-1-4612-7134-5
Authors

Artmann, Benno

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Mendeley readers

The data shown below were compiled from readership statistics for 5 Mendeley readers of this research output. Click here to see the associated Mendeley record.

Geographical breakdown

Country Count As %
Unknown 5 100%

Demographic breakdown

Readers by professional status Count As %
Lecturer > Senior Lecturer 2 40%
Researcher 1 20%
Student > Bachelor 1 20%
Unknown 1 20%
Readers by discipline Count As %
Mathematics 1 20%
Computer Science 1 20%
Medicine and Dentistry 1 20%
Unknown 2 40%