Correlations and Connectivity

Inhaltsverzeichnis

• Course 1: Correlations &: Connectivity in Condensed Matter Physics.
• Physics & Geometry: The Theory of Finite Size Scaling.
• Correlations in Thermal & Geometrical Systems.
• Damage Spreading: The Ising Model & Spin Glasses.
• Damage Spreading: The Search for Multifractality & Multiscaling.
• Lattice Gas Automata.
• On the Power Laws at the Fractal to Euclidean Crossover.
• Dynamics of Interface Growth: Numerical Solution of a Continuum Equation.
• Growth Models for Rough Surfaces with Correlated Noise.
• The Physics of Powders.
• Space-Filling Bearings.
• Vortex-Antivortex Pairing of Holes in Frustrated XY Spin Systems.
• Course 2: Correlations & Connectivity in Liquids & Glasses.
• Relaxation, Glass Formation, Nucleation & Rupture—in Normal & “Water-Like” Liquids at Low Temperatures and/or Negative Pressures.
• The Arrhenius Law versus the Vogel Law.
• Liquid Water: Theory & Experiment.
• Hydrogen Bond Structures in Water & Ice.
• Molecular Dynamics Simulation of Liquid Water.
• Dynamics of the Hydrogen-Bond Network in Simulated Liquid Water.
• Dynamics of Confined Water.
• Molecules & Microstructures.
• Phase Transitions & Pattern Formation in Monolayers.
• Course 3: Correlations & Connectivity in Biologically-Relevant Systems.
• Gelation Transition versus Percolation Theory.
• Emergence of Biological Function in the Framework of a Percolation Model.
• Hydration, Protons, & Onset of Biological Function: A Percolation Approach.
• Anhydrous Biology & Glass Transitions.
• Protein Hydration, Protonic Percolation & Connectivity.
• Heterochrony as a Generalizable Principle in Biological Dynamics.
• Seminars: Correlations &: Connectivity in Physics, Chemistry & Biology.
• Breath Figures.
• Defects in Lamellar Phases of Amphiphile-Water Systems.
• Spatial & Temporal Correlations in SurfaceReactions.
• Quantitative Experiments & Theoretical Aspects in Electrodeposition without a Supporting Electrolyte.
• Properties of the Growth Probability Distribution of DLA in a Cylindrical Geometry.
• Fixed-Scale Transformation Approach to Fractal Growth in Three Dimensions.
• Multifractal Spectra of Large-Scale Oil-Reservoir Properties.
• Universally Correlated Scale-Invariant Sidebranching in Propagation of a Two-Dimensional Cracking Growth.
• Elasticity of Rigid Networks.
• Geometrical Properties of Clusters, Percolation Transitions & the Ising Singularity.
• A Lattice Boltzmann Scheme for the Burger Equation.
• Scaling in Apollonian Gaskets.
• Screening in Liquid Water.
• List of Participants.