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Fractal random measures generated by time continuous ...Taylor & Francis Online
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von M Arbeiter · — Matthias Arbeiter Fakultät für Mathematik und Informatik , Friedrich-Schiller-Universität Jena , Jena, Germany, D Pages | Published online: ...
AMS eBooks: Memoirs of the American Mathematical SocietyAmerican Mathematical Society
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MR , DOI s · Matthias Arbeiter and Norbert Patzschke, Random self-similar multifractals, Math. Nachr (1996), 5–42.
Fractal Geometry and Stochastics IIbooks.google.ca › books
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Existence and uniqueness results follow . References [ Arb91 ] Matthias Arbeiter , Random recursive construction 122 John E. Hutchinson and Ludger Rüschendorf.
Fractal Frontiers: Fractals In The Natural And Applied Sciences -...
books.google.de
Historically, science has developed by reducing complex situations to simple ones, analyzing the components and synthesizing the original situation. While this...
[PDF] Selfsimilar fractals and selfsimilar random fractalsmaths-people.anu.edu.au › ~john › Assets › selfsim_rand_frac
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Matthias Arbeiter, Random recursive construction of self-similar fractal measures. The noncompact case, Probab. Theory Related Fields 88 (1991), 497–520.
Random recursive construction of self-similar fractal ...Springer
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von M Arbeiter · · Zitiert von: 53 — The noncompact case. Matthias Arbeiter. Probability Theory and Related Fields volume 88, pages 497–520 (1991) ...
Random recursive construction of self-similar fractal measures. The ...link.springer.com › content › pdf
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Matthias Arbeiter. Friedrich-Schiller-Universitfit, Sektion Mathematik, Jena,. Federal Republic of Germany. Received May 2, 1990; in revised form ...
Selfsimilar Fractals and Selfsimilar Random Fractals - Springer Linklink.springer.com › chapter
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Matthias Arbeiter, Random recursive construction of self-similar fractal measures. The noncompact case, Probab. Theory Related Fields 88 (1991), 497–520.
Random recursive construction of self-similar fractal measures. The...
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Random recursive construction of self-similar fractal measures. The noncompact case. Matthias Arbeiter. Probability Theory and Related Fields volume 88, ...
Matthias Arbeiter's research works | Friedrich Schiller ...ResearchGate
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Matthias Arbeiter's 4 research works with 168 citations and 82 reads, including: Random Self‐Similar Multifractals.
4524 Carol Alexander/Ian Giblin/David Newton: Symmetry ...felix.unife.it › Root › d-Geometry › b-Fractal-geometry
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Matthias Arbeiter/Norbert Patzschke: Random self-similar multifractals. Math. Nachr (1996), James Baish/Rakesh Jain: Fractals and cancer.
AMS :: Transactions of the American Mathematical Society
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1. Matthias Arbeiter and Norbert Patzschke, Random self-similar multifractals, Math. · 2. Patrick Billingsley, Hausdorff dimension in probability theory. · 3. Robert ...
Stochastics and Stochastics Reports - ResearchGatewww.researchgate.net › journal › Stochastics-and-St...
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Matthias Arbeiter . Fractal measures are often defined in a constructive way. The most of these constructions lead to fractal measures with compact support.
THE AVERAGE FRACTAL DIMENSION AND PROJECTIONS OF ...www.worldscientific.com › doi
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Matthias Arbeiter. 2 May | Stochastics and Stochastic Reports, Vol. 60, No Hölder exponents of irregular signals and local fractional derivatives.
CiteSeerX — Random Self-Similar Multifractals
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@ARTICLE{Arbeiter96randomself-similar, author = {Matthias Arbeiter and Norbert Patzschke}, title = {Random Self-Similar Multifractals}, journal = {MATH.
AMS :: Proceedings of the American Mathematical Society
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[AP] Matthias Arbeiter and Norbert Patzschke, Random self-similar multifractals, Math. · [F] K. J. Falconer, Random fractals, Math. · [G] Siegfried Graf, Statistically ...
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