References

1

A.T. Bharucha-Reid and M. Sambandham.
Random Polynomials.
Academic Press, 1986.

2

J. Borwein and P. Borwein.
On the generating function of the integer part: $[n\alpha+\gamma]$.
Jour. Number Theory, 43:293-318, 1993.

3

J.M. Borwein, P.B. Borwein, R. Girgensohn, and S. Parnes.
Making sense of experimental mathematics.
see www.cecm.sfu.ca/organics/vault/expmath/.

4

P. Borwein and C. Pinner.
Polynomials with $\{0,+1,-1\}$ coefficients and a root close to a given point.
to appear.

5

J.R. Brown.
Proofs and pictures.
Brit. J. Phil. Sci., 48:161-180, 1997.

6

T. Eisenberg and T. Dreyfuss.
On the reluctance to visualize in mathematics.
In Visualization in Teaching and Learning Mathematics, pages 25-37. Mathematical Association of America, Washington, DC, 1991.

7

Marcus Giaquinto.
Epistemology of visual thinking in elementary real analysis.
Brit. J. Phil. Sci., 45, 1994.

8

A. Granville.
The arithmetic properties of binomial coefficients.
In Proceedings of the Organic Mathematics Workshop, Dec. 12-14, www.cecm.sfu.ca/organics/, 1995. IMpress, Simon Fraser University.

9

Jacques Hadamard.
The Psychology of Invention in the Mathematical Field.
Princeton University Press, 1945.

10

John Horgan.
The death of proof.
Scientific American, 269 n4, October 1993.

11

Imre Lakatos.
Proofs and refutations: the logic of mathematical discovery.
Cambridge University Press, 1976.

12

Bruno Latour.
Drawing things together.
In Rpresentation in Scientific Practice, pages 25-37. MIT Press, Cambridge, MA, 1990.

13

J.E. Littlewood.
Some problems in real and complex analysis.
In Heath Mathematical Monographs. Lexington, Mass., 1968.

14

A. Odlyzko and B. Poonen.
Zeros of polynomials with 0,1 coefficients.
Enseign. Math., 39(2):317-348, 1993.

15

C. Pickover.
Picturing randomness on a graphics supercomputer.
IBM Journal of Research and Development, 34, 1990.

16

Lynn Arthur Steen.
The science of patterns.
Science, 240:611-616, 1988.

17

J. Voelcker.
Picturing randomness.
IEEE Spectrum, 8, 1988.