18 résultats avec le mot-clé: 'hausdorff dimension julia sets real polynomials'
Its starting point is the second author re-readind of Shishikura’s result [10] : it states that if one implodes a polynomial with a parabolic cycle having q petals, then the
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maps M diffeomorphically onto the interval with asymptotic values 0, I/A as the endpoints, so f\ has an attracting fixed point p\ 6 (0; I/A), and the entire real axis lies in
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We also show that the boundary of the golden mean Siegel disk does not spiral about the critical point (Corollary 7.5). The same result holds whenever the continued
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Applications of this theorem include Julia sets of trigonometric and elliptic
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[P3] PRZYTYCKI, F., On measure and Hausdorff dimension of Julia sets for holomorphic Collet Eckmann maps, in International Conference on Dynamical Systems
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Targeted deletion of liver glucose-6 phosphatase mimics glycogen storage disease type 1a including development of multiple adenomas.... GSD1a is characterized by
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L’archive ouverte pluridisciplinaire HAL, est destinée au dépôt et à la diffusion de documents scientifiques de niveau recherche, publiés ou non, émanant des
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Figure 4 Schematic potential surfaces under the electric field (left) and the renormalized vibrational level positions for various electric fields (right).The
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A homoclinic tangency may be associated to a single periodic orbit or more generally to a (hyperbolic) basic set. Recall t h a t a basic set for a diffeomorphism is a
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In [12] the method is strongly adapted to the 1-dimensional case whereas the argument based on the mass transference principle [1] can be carried through in any dimension provided
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In the case of a discrete subgroup Γ of a higher rank semisimple Lie group G acting on its symmetric space X, one can define a several critical exponents for each G-invariant
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In fact the PDEL represents the minimum PRDEL value, reached at high pump power and/or low dose rate. This
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L’Assistant d’Education est recruté pour un contrat d’une durée maximale de 3 ans, renouvelable dans la limite d’une période d’engagement de 6
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To over- come this limitation, we propose a partition of the whole time horizon, in which interactions are observed, and develop a non stationary extension of the SBM, allowing
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PALIS and J-C.Yoccoz, Homoclinic tangencies for hyperbolic sets of large Hausdorff dimension, Acta Math.,
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La temp´erature en degr´es Celsius d’une pi`ece de fonte est une fonction du temps t, exprim´e en heures, depuis sa sortie du four. La pi`ece de fonte peut-elle ˆetre
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Theorem 1 is a general result which shows that the Hausdorff dimension of a wide class of sets can be characterized in terms of a solution of a differential system which involves
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