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- Allman, George Johnston, Greek Geometry from Thales to
Euclid, p 18-51, QA22.A43
- Berggren, J.L. Episodes in the Mathematics of Medieval
Islam, Springer-Verlag 1986.
- Brunes, Tons, The Secrets of Ancient Geometry and Its
Use, NC40.B713
- Campell & Higgins, ed., Mathematics: People, Problems,
Results, Vol I.
- Dantzig, Tobias, The Bequest of the Greeks: p 22-23,
60-67, QA22.D3
- Doxiadis, C.A., Architectural Space in Ancient Greece
- Dunham, William, Journey Through Genius QA21.D78
- Eves, Howard W., A Survey of Geometry, (Rev. Ed) p
9-13, QA445.E92
- Eves, Howard, Introduction to the History of Mathematics
- Gow, James, A Short History of Greek Mathematics, p
66-72, 147-158, QA22.G7
- Heath, Sir Thomas, A History of Greek Mathematics, p
65-117, 141-169, QA22.H4 (vol. 1)
- Heilbron, J.L., Geometry Civilized. History, Culture, and
Technique. Clarendon Press, Oxford 1998. Contains wonderful artistic
and historic illustrations.
- Hoffer, William, ``A Magic Ratio Recurs Throughout History,''
Smithsonian, December `75
- Joseph, George Gheverghese, The Crest of the Peacock:
Non-European Roots of Mathematics
- Kline, Mathematical Thought from Ancient to Modern
Times QA21.K53
- Knorr, Wilbur, The Ancient Tradition of Geometric
Problems
- Lawlor, Robert, Sacred Geometry: Philosophy and
Practice
- Maziarz, Edward and Greenwood, Thomas, Greek Mathematical
Philosophy QA22.M38
- Meiggs, Russell, Roman Ostia DG70.08N4
- Mikami, The Development of Mathematics in China and
Japan, Chelsea 1974.
- Morrow, Glenn R.; Proclus: A Commentary on the First Book of
Euclid's Elements , Princeton 1970.
- National Council of Teachers of Mathematics, Historical
Topics for the Mathematics Classroom, 1989.
- O'Shea, Thomas, Geometric Transformations and Musical
Compositions, The Math Teacher, Oct. `79
- Rothman, Tony, ``Japanese Temple Geometry,'' Scientific
American , May 1998, p 85-91.
- Shiran, Du & Li Yan, Chinese Mathematics: A Concise
History, Clarendon 1987.
- Straffin, Philip D. Jr.; ``Liu Hui and the First Golden Age
of Chinese Mathematics,'' Mathematics Magazine, June 1998,
p 163-181.
- Swetz, Frank, Was Phythagoras Chinese?: An examination of
right triangle theory in ancient China QA27.C5
- Taylor, Thomas, translated from the Greek Jambichus Life
of Pythagoras, or Phythagoric Life, the whole book but especially
pages 320-328, B243.J2
- Watts, Donald & Carol, A Roman Apartment Complex,
Scientific American, Dec. `86
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Non-Euclidean Geometry: Its Development and Properties
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Judith Cederberg
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