—
George Polyá (1887–1985)Survey of Geometry
Table of Contents
Life without Geometry is pointless.
Chapter 0. Introduction to Survey of Geometry
Chapter 1. Axiomatic Systems and Finite Geometries
Chapter 2. Euclidean and Non-Euclidean Geometry
Chapter 3. Transformational Geometry
Chapter 4. Projective Geometry
Chapter 5. Spherical Geometry
Chapter 6. Fractal Geometry
Chapter 7. Topology
Appendix A. Internet and Software Resources
Appendix B1.
Index of Definitions and Theorems
B2. Prepared Geometer's Sketchpad
and GeoGebra Sketches
B3. GeoGebra html and JavaSketchpad Glossary
B4. Video Lectures
Appendix C. Logic Review
Appendix D. References
Appendix E. Acknowledgements
Geometry is the science of correct reasoning on
incorrect figures.
—George Polyá (1887–1985)
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© Copyright 2005, 2006, 2007, 2013 - Timothy Peil |
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Unless otherwise stated, the pages and materials for this book were prepared by Timothy Peil. The pages and materials may be used without permission from the author for home and/or educational (non-profit) purposes only. Any other use must be approved by the author. |
| Last Update April 24, 2015 |
