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Euclid—The Creation of Mathematics
Overview of attention for book
Table of Contents
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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
Overall attention for this book and its chapters
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Book overview
1. General Historical Remarks
2. The Contents of the Elements
3. The Origin of Mathematics 1: The Testimony of Eudemus
4. Euclid Book I: Basic Geometry
5. The Origin of Mathematics 2: Parallels and Axioms
6. The Origin of Mathematics 3: Pythagoras of Samos
7. Euclid Book II: The Geometry of Rectangles
8. The Origin of Mathematics 4: Squaring the Circle
9. Euclid Book III: About the Circle
10. The Origin of Mathematics 5: Problems and Theories
11. Euclid Book IV: Regular Polygons
12. The Origin of Mathematics 6: The Birth of Rigor
13. The Origin of Mathematics 7: Polygons After Euclid
14. Euclid Book V: The General Theory of Proportions
15. Euclid Book VI: Similarity Geometry
16. The Origin of Mathematics 8: Be Wise, Generalize
17. Euclid Book VII: Basic Arithmetic
18. The Origin of Mathematics 9: Nicomachus and Diophantus
19. Euclid Book VIII: Numbers in Continued Proportion, the Geometry of Numbers
20. The Origin of Mathematics 10: Tools and Theorems
21. Euclid Book IX: Miscellaneous Topics from Arithmetic
22. The Origin of Mathematics 11: Math Is Beautiful
23. Euclid Book X: Incommensurable Magnitudes
24. The Origin of Mathematics 12: Incommensurability and Irrationality
25. Euclid Book XI: Solid Geometry
26. The Origin of Mathematics 13: The Role of Definitions
27. Euclid Book XII: Volumes by Limits
28. The Origin of Mathematics 14: The Taming of the Infinite
29. Euclid Book XIII: Regular Polyhedra
30. The Origin of Mathematics 15: Symmetry Through the Ages
31. The Origin of Mathematics 16: The Origin of the Elements
Summary
X
Syllabi
Wikipedia
Dimensions citations
This data is correct as of December 2015 - for more up to date information, please visit
https://opensyllabus.org/
So far, Altmetric has seen this research output assigned in
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syllabi from
2
institutions on Open Syllabus Project.
Institution
Syllabi count
Course subject areas covered
Simon Fraser University
1
Unknown
Unknown
1
Unknown