A Selected Bibliography of Publications by, and about, Benoˆıt ...

REFERENCES 68
Devaney:1991:ODM
[Dev91] Robert L. Devaney. The orbit diagram and the Mandelbrot set.
College Mathematics Journal, 22(1):23–38, January 1991. CO-
DEN ???? ISSN 0746-8342 (print), 1931-1346 (electronic). URL
http://www.jstor.org/stable/2686735.
Devaney:1992:FAD
[Dev92] Robert L. Devaney. Review: Fractals: An Animated Discussion
with Edward Lorenz and Benoît Mandelbrot, by H. Jurgens, D.
Saupe, C. Zahlten, H.-O. Peitgen. SIAM Review, 34(2):333–335,
June 1992. CODEN SIREAD. ISSN 0036-1445 (print), 1095-
7200 (electronic). URL http://link.aip.org/link/siread/
v34/i2/p333/s1; http://www.jstor.org/stable/2132866.
Devaney:1996:FGM
[Dev96] Robert L. Devaney. Fractal geometry of the Mandelbrot set. Key
Curriculum Press, Berkeley, CA, USA, 1996. ISBN 1-55953-224-
6. LCCN QA614.86 .F732 1996. One videocassette (70 min.).
Devaney:1999:MSF
[Dev99] Robert L. Devaney. The Mandelbrot set, the Farey tree, and
the Fibonacci sequence. American Mathematical Monthly, 106
(4):289–302, April 1999. CODEN AMMYAE. ISSN 0002-9890
(print), 1930-0972 (electronic).
stable/2589552.
URL http://www.jstor.org/
Devaney:2004:MVM
[Dev04] Robert L. Devaney. Mandelbrot’s vision for mathematics. Proceedings
of Symposia in Pure Mathematics, 72(1):??, ???? 2004.
CODEN ???? ISSN ???? URL http://www.math.yale.edu/
mandelbrot/web_pdfs/jubileeletters.pdf.
Dewdney:1985:CRC
[Dew85a] A. K. Dewdney. Computer recreations: a computer microscope
zooms in for a look at the most complex object in mathematics.
Scientific American, 253(2):17–21, 24, August 1985. CO-
DEN SCAMAC. ISSN 0036-8733 (print), 1946-7087 (electronic).
Exploring the Mandelbrot set.
Dewdney:1985:CRE
[Dew85b] A. K. Dewdney. Computer recreations: Exploring the Mandelbrot
set. Computer Graphics, 20(4):16–??, ???? 1985. CODEN