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- Asimov, Isaac, Chapter 10: Euclid's Fifth in The Edge of
Tomorrow.
- Barker, Non-Euclidean Geometry, Mathematics:
People, Problems, Results, vol II
- Bibliography of Non-Euclidean Geometry, 2nd ed.
- Cajori, Florian, A History of Elementary Mathematics,
QA21.C12
- Campbell & Higgins, ed., Mathematics: People, Problems,
Results, Vol I & II
- Coolidge, Julian L., A History of Geometrical Methods,
QA21.C65
- Davis & Hersch, The Mathematical Experience
- Dunham, William, Journey Through Genius QA21.D78
- Dunnington, C. Waldo; Carl Friedrich Gauss: Titan of
Science
, Hafner Publishing Co. 1955.
- Eves, Howard, An Introduction to the History of
Mathematics, QA21.E8
- Fink, Karl, A Brief History of Mathematics, QA21.F49
- Gardner, Martin, Euclid's Parallel Postulate and its
Modern Offspring, Scientific American, Oct. `81
- Gittleman, Arthur, History of Mathematics, QA21.G57
- Goodman-Strauss, Chaim, Compass and Straightedge in the
Poincare Disk , The American Mathematical Monthly,
January 2001, pp.~38-49.
- Grabiner, Judith, The Centrality of Mathematics In
Western Thoughts, Mathematics Magazine, Vol. 61 No. 4
(October 1988).
- Gray, Jeremy, Ideas of Space, QA21.G7
- Greenberg, Marvin J., Euclidean and Non-Euclidean
Geometries, QA445.G84
- Groza, Vivian S., A Survey of Mathematics, QA21.G75
- Hall, Trod; Trans. Froderberg, Albert; Carl Friedrich Gauss
The MIT Press 1970.
- Henderson, The Fourth Dimension and Non-Euclidean
Geometry in Modern Art, N6490.H44
- Henle, Michael, ``Will the Real Non-Euclidean Parabola Please
Stand Up?'' Mathematics Magazine, Vol. 71, No. 5, Dec. 1998,
p. 369-376.
- Hollingdale, Stuart; Makers of Mathematics; , Penguin
1989.
- Kline, Mathematical Thought from Ancient to Modern
Times QA21.K53
- Lanczos, Cornelius, Space Through the Ages, QA21.L28
- Meschkowski, Herbert; Noneuclidean Geometry Academic
Press
1964.
- Morrow, Glenn R.; Proclus: A Commentary on the First Book
of
Euclid's Elements , Princeton 1970.
- Osserman, Robert ``Geometry of the Universe,'' in
Stanford Magazine, December 1995.
- Peterson, Ivars, ``Visions of Infinity: Tiling a hyperbolic
floor
inspires both mathematics and art,'' in Science News, Vol. 158,
December 23 & 30, 2000, pp. 408 - 410.
- Rosenfeld, B.A.;A History of Non-Euclidean Geometry:
Evolution of the Concept of a Geometric Space;
Springer-Verlag 1988.
- Girolamo Saccheri's Euclides Vindicatus QA685.5313
- Sanford, Vera, A Short History of Mathematics, QA21.S3
- Science, March 9, 1962, article on binocular
vision
- Smith, David E., History of Mathematics, Vol I, II,
QA21.S3
- Sommerville, D.M.Y., The Elements of Non-Euclidean
Geometry, New York: Dover Publications, 1958.
- Sturik, D.J., A Source Book in Mathematics, 1200-1800,
QA21.S83
- Trudeau, Richard, The Non-Euclidean Revolution
- Yaglom, I.M., A Very Simple Non-Euclidean Geometry and
Its Physical Basis, Springer-Verlag, `79 QA685.I2413
- Zage, Wayne, The Geometry of Binocular Visual Space,
Math Magazine, Nov. `80
Websites (with date
of addition to this list)
1. Polking, John C,
http://math.rice.edu/~pcmi/sphere/
(January 10, 2005)
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Geometric Constructions
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Judith Cederberg
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