Results 41 to 50 of about 14,770 (221)
Multifractal formalism for generalised local dimension spectra of Gibbs measures on the real line [PDF]
We extend the multifractal formalism for the local dimension spectrum of a Gibbs measure μ supported on the attractor Λ of a conformal iterated functions system on the real line.
Sumi, Hiroki, Jaerisch, Johannes
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Many complex systems generate multifractal time series which are long-range cross-correlated. Numerous methods have been proposed to characterize the multifractal nature of these long-range cross correlations.
Wen-Jie Xie +4 more
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Multifractal Variation Measures and Multifractal Density Theorems
For \(E\subseteq {\mathbf R}^d, q, t\in {\mathbf R} \) and \(\delta >0\), \(\mathcal H_\mu^{q,t}\) and \(\mathcal P_\mu^{q,t}\) denote, respectively, the multifractal Hausdorff measure and multifractal packing measure introduced by Olsen and Peyrière.
Cole, J., Olsen, L.
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A Multifractal Cascade Model for Energy Evolution and Dissipation in Ocean Turbulence
Scale properties and energy dissipation in the turbulent energy transfer process play an important role in deeply understanding the features of ocean turbulence.
Xiuyan Liu +4 more
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A commutative noncommutative fractal geometry [PDF]
In this thesis examples of spectral triples, which represent fractal sets, are examined and new insights into their noncommutative geometries are obtained.
Samuel, Tony; id_orcid +6 more
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An efficient stability analysis contributes to the improvement of machining stability and chatter suppression. First, this paper presents three chatter detection approaches that were developed on the application of wavelet transforms.
Wang, Y +4 more
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MULTIFRACTAL SEGMENTATION OF IMAGES [PDF]
We propose a multifractal approach to the problem of image analysis. We show that an alternative description of images, based on a multifractal characterization, can be used instead of the classical approach that involves smoothing of the discrete data in order to compute local extrema.
Lévy Véhel, Jacques, Mignot, Pascal
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Generalized binomial multiplicative cascade processes and asymmetrical multifractal distributions [PDF]
The concepts and models of multifractals have been employed in various fields in the geosciences to characterize singular fields caused by nonlinear geoprocesses.
Q. Cheng
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Multifractal Interpolation of Universal Multifractals
LaTeX, 9 pages, no ...
Bar'yahtar, V. G. +3 more
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Hölder differentiability of self-conformal devil's staircases [PDF]
In this paper we consider the probability distribution function of a Gibbs measure supported on a self-conformal set given by an iterated function system (devil's staircase) applied to a compact subset of ℝ. We use thermodynamic multifractal formalism to
Troscheit, S., Sascha Troscheit
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