A Selected Bibliography of Publications by, and about, Benoˆıt ...
A Selected Bibliography of Publications by, and about, Benoˆıt ...
A Selected Bibliography of Publications by, and about, Benoˆıt ...
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REFERENCES 139<br />
(electronic). Physics <strong>of</strong> chaos <strong>and</strong> related problems: Proceedings<br />
<strong>of</strong> the 59th Nobel Symposium 11–16 June 1984, Gräft˚avallen,<br />
Sweden.<br />
M<strong>and</strong>elbrot:1985:DIMc<br />
[Man85d] Benoît B. M<strong>and</strong>elbrot. On the dynamics <strong>of</strong> iterated maps. V.<br />
Conjecture that the boundary <strong>of</strong> the M-set has a fractal dimension<br />
equal to 2. In Chaos, fractals, <strong>and</strong> dynamics (Guelph, Ont.,<br />
1981/1983), volume 98 <strong>of</strong> Lecture Notes in Pure <strong>and</strong> Applied<br />
Mathematics, pages 235–238. Dekker, New York, NY, USA, 1985.<br />
M<strong>and</strong>elbrot:1985:DIMd<br />
[Man85e] Benoît B. M<strong>and</strong>elbrot. On the dynamics <strong>of</strong> iterated maps. VI.<br />
Conjecture that certain Julia sets include smooth components. In<br />
Chaos, fractals, <strong>and</strong> dynamics (Guelph, Ont., 1981/1983), volume<br />
98 <strong>of</strong> Lecture Notes in Pure <strong>and</strong> Applied Mathematics, pages<br />
239–242. Dekker, New York, NY, USA, 1985.<br />
M<strong>and</strong>elbrot:1985:DIMe<br />
[Man85f] Benoît B. M<strong>and</strong>elbrot. On the dynamics <strong>of</strong> iterated maps. VII.<br />
Domain-filling (“Peano”) sequences <strong>of</strong> fractal Julia sets, <strong>and</strong> an<br />
intuitive rationale for the Siegel discs. In Chaos, fractals, <strong>and</strong><br />
dynamics (Guelph, Ont., 1981/1983), volume 98 <strong>of</strong> Lecture Notes<br />
in Pure <strong>and</strong> Applied Mathematics, pages 243–253. Dekker, New<br />
York, NY, USA, 1985.<br />
M<strong>and</strong>elbrot:1985:SAF<br />
[Man85g] Benoît B. M<strong>and</strong>elbrot. Self-affine fractals <strong>and</strong> fractal dimension.<br />
Physica Scripta, 32(4):257–260, ???? 1985. CODEN PHSTBO.<br />
ISSN 0031-8949 (print), 1402-4896 (electronic).<br />
M<strong>and</strong>elbrot:1986:FMT<br />
[Man86a] B. B. M<strong>and</strong>elbrot. Fractal measures (their infinite moment sequences<br />
<strong>and</strong> dimensions) <strong>and</strong> multiplicative chaos: early works<br />
<strong>and</strong> open problems. In Dimensions <strong>and</strong> entropies in chaotic systems<br />
(Pecos River Ranch, NM, 1985), volume 32 <strong>of</strong> Springer Ser.<br />
Synergetics, pages 19–27. Springer-Verlag, Berlin, Germany /<br />
Heidelberg, Germany / London, UK / etc., 1986.<br />
M<strong>and</strong>elbrot:1986:MF<br />
[Man86b] Benoît B. M<strong>and</strong>elbrot. Multifractals <strong>and</strong> fractals. Physics Today,<br />
39(9):11–??, September 1986. CODEN PHTOAD. ISSN 0031-<br />
9228 (print), 1945-0699 (electronic). URL http://link.aip.<br />
org/link/phtoad/v39/i9/p11/s1.
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