Results 11 to 20 of about 6,248,842 (283)
Distribution theory on P.C.F. fractals [PDF]
38 ...
Rogers, Luke G., Strichartz, Robert S.
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Fractal Dimension Complexity of Gravitation Fractals in Central Place Theory
Abstract Settlement centers of various types, including cities, produce basins of attraction whose shape can be regular or complexly irregular (from the point of view of geometry). It depends, among others, on the properties of the space surrounding a city.
Banaszak, Michał +3 more
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A new fractal-theory-based criterion for hydrological model calibration
. Fractality has been found in many areas and has been used to describe the internal features of time series. But is it possible to use fractal theory to improve the performance of hydrological models?
Z. Bai, Wu Yao, Di Ma, Yue‐Ping Xu
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Chaos‐Fractals Theories and Applications [PDF]
1 Software College, Northeastern University, Shenyang 110819, China 2Department of Electrical and Computer Engineering, University of Sharjah, Sharjah 27272, United Arab Emirates 3 Institute of Mathematics and Computer Sciences, Ural Federal University, Lenina 51, Ekaterinburg, Russia 4College of Physics and Optoelectronics, Taiyuan University of ...
Hai Yu +4 more
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Fractal Theory Space: Spacetime of Noninteger Dimensionality [PDF]
We construct matter field theories in ``theory space'' that are fractal, and invariant under geometrical renormalization group (RG) transformations. We treat in detail complex scalars, and discuss issues related to fermions, chirality, and Yang-Mills ...
C.T. Hill +22 more
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Truncated Infinitesimal Shifts, Spectral Operators and Quantized Universality of the Riemann Zeta Function [PDF]
We survey some of the universality properties of the Riemann zeta function $\zeta(s)$ and then explain how to obtain a natural quantization of Voronin's universality theorem (and of its various extensions).
Herichi, Hafedh, Lapidus, Michel L.
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Minkowski dimension and explicit tube formulas for $p$-adic fractal strings
The local theory of complex dimensions describes the oscillations in the geometry (spectra and dynamics) of fractal strings. Such geometric oscillations can be seen most clearly in the explicit volume formula for the tubular neighborhoods of a $p$-adic ...
Hùng, Lũ' +2 more
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Coalgebraic Representation Theory of Fractals
AbstractWe develop a representation theory in which a point of a fractal specified by metric means (by a variant of an iterated function system, (IFS) is represented by a suitable equivalence class of infinite streams of symbols. The framework is categorical: symbolic representatives carry a final coalgebra; an IFS-like metric specification of a ...
Hasuo, I. +3 more
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This paper first examines the evolution of pore-size distribution (PSD) in four types of reconstituted clays during one-dimensional (1D) compression, utilising mercury intrusion porosimetry.
Yanhao Zheng +4 more
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Micro-pore structure has a decisive effect on the physical and mechanical properties of porous materials. To further improve the composition of rock-like materials, the internal relationship between microscopic characteristics (porosity, pore size ...
Hongwei Deng +5 more
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