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Packing dimension

  • SUBFRACTALS INDUCED by SUBSHIFTS a Dissertation

    SUBFRACTALS INDUCED by SUBSHIFTS a Dissertation

  • March 12, 2011 DIAGONALLY NON-RECURSIVE FUNCTIONS and EFFECTIVE HAUSDORFF DIMENSION 1. Introduction Reimann and Terwijn Asked Th

    March 12, 2011 DIAGONALLY NON-RECURSIVE FUNCTIONS and EFFECTIVE HAUSDORFF DIMENSION 1. Introduction Reimann and Terwijn Asked Th

  • A Note on Pointwise Dimensions

    A Note on Pointwise Dimensions

  • Fractal Geometry

    Fractal Geometry

  • Divergence Points of Self-Similar Measures and Packing Dimension

    Divergence Points of Self-Similar Measures and Packing Dimension

  • Fractal-Bits

    Fractal-Bits

  • Sustainability As

    Sustainability As "Psyclically" Defined -- /

  • PACKING DIMENSION and CARTESIAN PRODUCTS 1. Introduction Marstrand's Product Theorem

    PACKING DIMENSION and CARTESIAN PRODUCTS 1. Introduction Marstrand's Product Theorem

  • Ontologia De Domínio Fractal

    Ontologia De Domínio Fractal

  • Fractal Geometry Mathematical Foundations and Applications

    Fractal Geometry Mathematical Foundations and Applications

  • Dimensions of Self-Similar Fractals

    Dimensions of Self-Similar Fractals

  • Dimensions in Infinite Iterated Function Systems Consisting of Bi-Lipschitz Mapping

    Dimensions in Infinite Iterated Function Systems Consisting of Bi-Lipschitz Mapping

  • Fractal Talk Wu Min Department of Mathematics South China University of Technology Main Content

    Fractal Talk Wu Min Department of Mathematics South China University of Technology Main Content

  • Accelerated Rendering of Fractal Flames

    Accelerated Rendering of Fractal Flames

  • Best Approximation of Orbits in Iterated Function Systems

    Best Approximation of Orbits in Iterated Function Systems

  • A Class of Random Cantor Measures, with Applications 3

    A Class of Random Cantor Measures, with Applications 3

  • Dimension Theory of Random Self-Similar and Self-Affine Constructions

    Dimension Theory of Random Self-Similar and Self-Affine Constructions

  • FRACTAL DIMENSIONS and MEASURES 1. Historical Context

    FRACTAL DIMENSIONS and MEASURES 1. Historical Context

Top View
  • Fractal Measures on Infinite Dimensional Sets
  • Fractal Dimension
  • World Futures
  • Arxiv:1210.7469V4 [Math.DS] 11 Jun 2014 Upre Npr Ynfgatds1001874
  • DIMENSION FUNCTIONS of CANTOR SETS 1. Introduction A
  • Sums of Regular Cantor Sets of Large Dimension and the Square Fibonacci Hamiltonian
  • Fractals in Complexity and Geometry Xiaoyang Gu Iowa State University
  • Packing Dimension and Measure of Homogeneous Cantor Sets
  • A Transcendental Julia Set of Dimension 1
  • Dimensions and Measures of Quasi Self-Similar Sets
  • Transcendental Julia Sets with Fractional Packing Dimension
  • Dimensions of Points in Self-Similar Fractals
  • Fractal Drum, Inverse Spectral Problems for Elliptic Operators and a Partial Resolution of the Weyl-Berryconjecture
  • An Introductory Course in Subquantum Mechanics Alberto Ottolenghi
  • Arxiv:1608.00443V1 [Math.MG] 1 Aug 2016 Bopin Tt Fisrael
  • A Capacity Approach to Box and Packing Dimensions of Projections
  • Geometry of Self-Similar Measures
  • Classifying Cantor Sets by Their Fractal Dimensions 1


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