Results 311 to 320 of about 130,764 (340)
A suture in time: The ontogeny of cranial suture morphology in mammals
Mammal cranial sutures are important indicators of the biomechanical and developmental pressures acting upon the skull. Across three prominent sutures dividing the vault of the mammalian skull, divergent patterns emerge both taxonomically and developmentally.
Heather E. White+4 more
wiley +1 more source
Beyond the Moderating Role of Neuroticism on Evaluative Conditioning: Threat Appraisal
ABSTRACT Objective Reality perception is often altered by general dispositional factors that are associated with emotional vulnerability, both inherited and acquired, that emerge in a specific learning context. The current study will examine whether neuroticism and looming cognitive style, factors that account for emotional vulnerability, interact in a
Darian Faur, Florin Alin Sava
wiley +1 more source
Fractal Dimension of Color Fractal Images [PDF]
Fractal dimension is a very useful metric for the analysis of the images with self-similar content, such as textures. For its computation there exist several approaches, the probabilistic algorithm being accepted as the most elegant approach. However, all the existing methods are defined for 1-D signals or binary images, with extension to grayscale ...
Mihai Ivanovici, Noël Richard
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Physical Review Letters, 1986
At a critical point the golden-mean Kolmogorov-Arnol'd-Moser trajectory of Chirikov's standard map breaks up into a fractal orbit called a cantorus. The transition describes a pinning of the incommensurate phase of the Frenkel-Kontorowa model. We find that the fractal dimension of the cantorus is D-italic = 0 and that the transition from the Kolmogorov-
Per Bak, Wentian Li
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At a critical point the golden-mean Kolmogorov-Arnol'd-Moser trajectory of Chirikov's standard map breaks up into a fractal orbit called a cantorus. The transition describes a pinning of the incommensurate phase of the Frenkel-Kontorowa model. We find that the fractal dimension of the cantorus is D-italic = 0 and that the transition from the Kolmogorov-
Per Bak, Wentian Li
openaire +3 more sources
Fractal Dimensions in Dynamics
2006This is an invited article for the Encyclopedia of Mathematical Physics, published by Elsevier in Oxford in 2006. We describe some basic methods of fractal analysis in dynamics. A special emphasis is on the computation of Hausdorff and box dimensions.
Vesna Županović, Darko Žubrinić
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Mathematical Logic Quarterly, 2004
AbstractClassical fractal dimensions (Hausdorff dimension and packing dimension) have recently been effectivized by (i) characterizing them in terms of real‐valued functions called gales, and (ii) imposing computability and complexity constraints on these gales.
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AbstractClassical fractal dimensions (Hausdorff dimension and packing dimension) have recently been effectivized by (i) characterizing them in terms of real‐valued functions called gales, and (ii) imposing computability and complexity constraints on these gales.
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Fractal dimensions and homeomorphic conjugacies
Journal of Statistical Physics, 1988no ...
Arneodo, A., Holschneider, M.
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1988
How long is the coast of Norway? Take a look at figure 2.1. On the scale of the map the deep fjords on the western coast show up clearly. The details encountered moving northeast along the coast from the southern tip are more difficult to resolve, but I can assure you that the maps I use when sailing in that area show structures quite similar to those ...
openaire +2 more sources
How long is the coast of Norway? Take a look at figure 2.1. On the scale of the map the deep fjords on the western coast show up clearly. The details encountered moving northeast along the coast from the southern tip are more difficult to resolve, but I can assure you that the maps I use when sailing in that area show structures quite similar to those ...
openaire +2 more sources
Fractal Dimension of Superfluid Turbulence
Physical Review Letters, 2001Physical Review ...
Kivotides D, Barenghi CF, Samuels DC
openaire +3 more sources