Discontinuous percolation transitions and lattice models of fractal boundaries and paths

Download
Abstract (Adobe PDF, 121.7Kb)
Fulltext (Adobe PDF, 15.25Mb)
Thumbnail
Open access
Author
Schrenk, Ken Julian
Date
2014
Type
  • Doctoral Thesis
Rights / license
In Copyright - Non-Commercial Use Permitted
Permanent link
https://doi.org/10.3929/ethz-a-010105930
External links
Search via SFX
Contributors
Examiner: Grassberger, Peter
Examiner: Herrmann, Hans Jürgen
Publisher
ETH-Zürich
Subject
STRUKTUR UNGEORDNETER UND STOCHASTISCHER SYSTEME (PHYSIK DER KONDENSIERTEN MATERIE); PERKOLATION (PHYSIK VON MOLEKULARSYSTEMEN); NUMERISCHE SIMULATION UND MATHEMATISCHE MODELLRECHNUNG; STOCHASTISCHE APPROXIMATION + MONTE-CARLO-METHODEN (STOCHASTIK); STRUCTURE OF DISORDERED AND STOCHASTIC SYSTEMS (CONDENSED MATTER PHYSICS); PERCOLATION (PHYSICS OF MOLECULAR SYSTEMS); NUMERICAL SIMULATION AND MATHEMATICAL MODELING; STOCHASTIC APPROXIMATION + MONTE CARLO METHODS (STOCHASTICS)
Organisational unit
02010 - Departement Physik / Department of Physics
03733 - Herrmann, Hans Jürgen
Notes
Diss., Eidgenössische Technische Hochschule ETH Zürich, Nr. 21669, 2014.
More
Show all metadata
ETH Bibliography
yes
Altmetrics