Analysis of critical percolation clusters of mixtures of conducting and dielectric polymers
The paper deals with the analysis of critical percolation clusters that have resulted from the numerical simulation of mixtures of various conducting polymers in a dielectric medium.
A. Katunin
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Can fractal dimensions objectivize gastropod shell morphometrics? A case study from Lake Lugu (SW China). [PDF]
Wiese R +7 more
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A new index for quantifying the ornamentational complexity of animals with shells. [PDF]
Miao L +4 more
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Fractal algorithms and RGB image processing in scribal and ink identification on an 1819 secret initiation manuscript to the "Philike Hetaereia". [PDF]
Andronache I, Liritzis I, Jelinek HF.
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On the Computation of the Hausdorff Dimension of the Walrasian Economy:Further Notes [PDF]
: In a recent paper, Dominique (2009) argues that for a Walrasian economy with m consumers and n goods, the equilibrium set of prices becomes a fractal attractor due to continuous destructions and creations of excess demands.
Dominique, C-Rene
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3D imaging and morphometric descriptors of vascular networks on optically cleared organs. [PDF]
Nicolas N, Dinet V, Roux E.
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The Wasserstein distance between two probability measures on a metric space is a measure of closeness with applications in statistics, probability, and machine learning.
Bach, Francis, Weed, Jonathan
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Seaweed and Dendritic Growth in Unsaturated Fatty Acid Monolayers. [PDF]
Gellert F, Ahrens H, Wulff H, Helm CA.
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Multiscale fractal dimension applied to tactical analysis in football: A novel approach to evaluate the shapes of team organization on the pitch. [PDF]
Bueno MJO +4 more
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On the Computation of the Hausdorff Dimension of the Walrasian Economy: Addendum [PDF]
In a recent paper, Dominique (2009) argues that for a Walrasian economy with m consumers and n goods, the equilibrium set of prices becomes a fractal attractor due to continuous destructions and creations of excess demands. The paper also posits that the
Dominique, C-Rene
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