Phase transitions in Mandelbrot's percolation process in three dimensions

Type: Article

Publication Date: 1991-09-01

Citations: 18

DOI: https://doi.org/10.1007/bf01193747

Locations

  • Probability Theory and Related Fields - View - PDF

Similar Works

Action Title Year Authors
+ PDF Chat Connectivity properties of Mandelbrot's percolation process 1988 Jennifer Chayes
L. Chayes
Rick Durrett
+ Large-N Limit of Crossing Probabilities, Discontinuity, and Asymptotic Behavior of Threshold Values in Mandelbrot's Fractal Percolation Process 2007 Erik I. Broman
Federico Camia
+ PDF Chat Large-$N$ Limit of Crossing Probabilities, Discontinuity, and Asymptotic Behavior of Threshold Values in Mandelbrot's Fractal Percolation Process 2008 Erik I. Broman
Federico Camia
+ The existence of phase V in the Mandelbrot percolation process 1995 Jiang Wu
Xiufang Liu
+ Fractal diffusion patterns of periodic points in the Mandelbrot set 2021 Dakuan Yu
Wurui Ta
Youhe Zhou
+ On the structure of Mandelbrot's percolation process and other random Cantor sets 1989 F. M. Dekking
Ronald Meester
+ Projections of Mandelbrot percolation in higher dimensions. 2014 Károly Simon
Lajos Vágó
+ On the structure of Mandelbrot's percolation process and other random cantor sets 1990 F. M. Dekking
Ronald Meester
+ Discontinuous percolation transitions and lattice models of fractal boundaries and paths 2014 K. J. Schrenk
+ Projections of Mandelbrot percolation in higher dimensions 2014 Károly Simon
Lajos Vágó
+ Percolation 2017 Paul Charbonneau
+ Percolation 1999 William C. Saslaw
+ Percolation in Random Cantor Sets 1997 Mark E. Orzechowski
+ Percolation and Clustering 2002 Salvatore Torquato
+ Percolation cluster sizes and perimeters in three dimensions 1977 A. Flammang
+ Percolation cluster sizes and perimeters in three dimensions 1977
+ Percolation 2000 Daniel ben‐Avraham
Shlomo Havlin
+ Fat fractal percolation and k-fractal percolation 2011 Erik I. Broman
Tim van de Brug
Federico Camia
Matthijs Joosten
Ronald Meester
+ Percolation processes in three and more dimensions 1977 D S Gaunt
+ PDF Chat Universal Behavior of Connectivity Properties in Fractal Percolation Models 2010 Erik I. Broman
Federico Camia