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Inzien en bewijzen - CWI

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Bibliografie<br />

[1] M. Aigner and G.M. Ziegler. Proofs from THE BOOK. Springer, 1998.<br />

[2] J. Conway and P. Doyle. Division by three. http://www.math.dartmouth.edu/~doyle/<br />

docs/three/three.pdf, 1994.<br />

[3] J.H. Conway and R.K. Guy. The Book of Numbers. Springer, 1996.<br />

[4] R. Courant and H. Robbins (revised by I. Stewart). What is Mathematics? An Elem<strong>en</strong>tary<br />

Approach to Ideas and Methods (Second Edition). Oxford University Press, Oxford, 1996.<br />

[5] Jan van de Craats. De fis van Euler. Aramith, 1989.<br />

[6] Jan van de Craats. De juiste toon. Zebra-reeks. Epsilon uitgav<strong>en</strong>, 2003.<br />

[7] E.J. Dijksterhuis. De elem<strong>en</strong>t<strong>en</strong> van Euclides. Noordhoff, Groning<strong>en</strong>, 1929–1930.<br />

[8] R. Jeuriss<strong>en</strong> <strong>en</strong> L. van d<strong>en</strong> Broek. Spel<strong>en</strong> met gehel<strong>en</strong>. Zebra-reeks. Epsilon uitgav<strong>en</strong>, 2002.<br />

[9] Euclid. The Thirte<strong>en</strong> Books of the Elem<strong>en</strong>ts, with Introduction and Comm<strong>en</strong>tary by Sir<br />

Thomas L. Heath. Dover, 1956.<br />

[10] T. Gowers. De kortste introductie wiskunde. Spectrum, 2002.<br />

[11] M.J. Gre<strong>en</strong>berg. Euclidean and Non-Euclidean Geometries. W.H. Freeman, 1974. Reprinted<br />

in 1996.<br />

[12] G.H. Hardy. A mathematician’s apology. Cambridge University Press, 1940.<br />

[13] T.W. Körner. The Pleasures of Counting. Cambridge University Press, 1996.<br />

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[15] G. Polya. How to Solve It. A New Aspect of Mathematical Method. Princeton University<br />

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[16] J. Richter-Gebert and U.H. Kort<strong>en</strong>kamp. The Interactive Geometry Software Cinderella.<br />

Springer, 1999. Internet support on www.cinderella.de.<br />

[17] R.J. Trudeau. The Non-Euclidean Revolution. Birkhauser Boston, 1995. Reprint of 1987<br />

edition.<br />

119

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