clifford_a-_pickover_surfing_through_hyperspacebookfi-org
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further readings 231<br />
Ehrenfest, P (1917) Can atoms or planets exist in higher dimensions? Proceedings of the<br />
Amsterdam Academy. 20:200-203.<br />
Everett, H. (1957) Relative state formulation of quantum mechanics. Reviews of Modern<br />
Physics. 29 (July):454-62.<br />
Freeman, I. (1969) Why is space three-dimensional? American Journal of Physics.<br />
37:1222-24.<br />
Friedman, N. (1998) Hyperspace, hyperseeing, and hypersculpture. Preprint available<br />
from Professor Nat Friedman, Mathematics Department, University of Albany<br />
SUNY, Albany, New York 12222.<br />
Gardner, M. (1990) The New Ambidextrous Universe, New York: Freeman.<br />
Gardner, M. (1982) Mathematical Circus. New York: Penguin.<br />
Gardner, M. (1969) The Unexpected Hanging. New York: Simon and Schuster.<br />
Gardner, M. (1965) Mathematical Carnival. New York: Vintage.<br />
Halpern, P. (1993) Cosmic Wormholes. New York: Plume.<br />
Heim, K. (1953) Christian Faith and Natural Science. New York: Harper and Row.<br />
(Reprinted in 1971 by Peter Smith, Glouchester, Mass.)<br />
Heinlein, R. (1958) "—And he built a crooked house." In Fantasia Mathematica, C.<br />
Fadiman, ed. New York: Simon and Schuster. (Story originally published in 1940.)<br />
Hendricks, J. (1990) The magic tesseracts of Order 3 complete. Journal of Recreational<br />
Mathematics. 22(l):16-26.<br />
Hendricks, J. (1962) The five-and six-dimensional magic hypercubes of Order 3.<br />
Canadian Mathematical Bulletin. May, 5(2):171—89.<br />
Henricks, J. (1995) Magic tesseract. In The Pattern Book: Fractals, Art, and Nature, C.<br />
Pickover, ed. River Edge. N.J.: World Scientific.<br />
H<strong>org</strong>an, J. (1991) The Pied Piper of superstrings. Scientific American. November<br />
265(5):42-44.<br />
Kaku, M. (1994) Hyperspace. New York: Oxford University Press.<br />
Kasner, E. and Newman, R. (1989) Mathematics and the Imagination. New York: Ternpus.<br />
(A reprint of the 1940 edition.)<br />
Misner, C. W, Thome, K. S., and Wheeler, J. A. (1973) Gravitation. New York: Freeman.<br />
(Excellent comprehensive background for more technical readers. A megatextbook<br />
on Einstein's theory of relativity, among other things. Lots of equations.)<br />
Morris, M. S. and Thome, K. S. (1988) Wormholes in spacetime and their use for interstellar<br />
travel: A tool for teaching general relativity. American Journal of Physics. 56:395.<br />
Morris, M. S., Thorne, K. S., and Yurtsever, U. (1988) Wormholes, time machines,<br />
and the weak energy conditions. Physical Review Letters. 61:1446.<br />
Morris, R. (1993) Cosmic Questions. New York: John Wiley & Sons.<br />
Pappas, T (1990) More Joy of Mathematics. San Carlos, Calif: Wide World Publishing/Tetra.<br />
Peterson, I. (1998) Circle in the sky: detecting the shape of the universe. Science News.<br />
February, 153(8): 123-35.