Miroslav M. Novak (Ed.):
Fractals in the Natural and Applied Sciences, Proceedings of the Second IFIP Working Conference on Fractals in the Natural and Applied Sciences, London, U.K., 7-10 September, 1993.
IFIP Transactions A-41 North-Holland 1994, ISBN 0-444-81628-3
@proceedings{DBLP:conf/fractals/1993,
editor = {Miroslav M. Novak},
title = {Fractals in the Natural and Applied Sciences, Proceedings of
the Second IFIP Working Conference on Fractals in the Natural
and Applied Sciences, London, U.K., 7-10 September, 1993},
booktitle = {Fractals in the Natural and Applied Sciences},
publisher = {North-Holland},
series = {IFIP Transactions},
volume = {A-41},
year = {1994},
isbn = {0-444-81628-3},
bibsource = {DBLP, http://dblp.uni-trier.de}
}
- Fereydoon Family:
Dynamics of Self-affine Fractal Surfaces and Interfaces.
1-23
- C. L. Alados, J. Escós, J. M. Emlen:
Scale Asymmetry: A Tool to Detect Developmental Instability Under the Fractal Geometry Scope.
25-36
- Eloy Anguiano, Manuel Pancorbo, Miguel Aguilar:
Pitfalls in the Fractal Characterization of Real Microscopic Surfaces by Frequency.
37-46
- J. Blum, Th. Henning, V. Ossenkopf, R. Sablotny, R. Stognienko, E. Thamm:
Fractal Growth and Optical Behavior of Cosmic Dust.
47-59
- Feodor M. Borodich:
Fracture Energy of Brittle and Quasi-brittle Fractal Cracks.
61-68
- Edward T. Bullmore, Michael J. Brammer, G. Alarcon, C. D. Binnie:
Synoptic Visualization of Brain Electrical Activity During a Cluster of 11 Epileptic Seizures.
69-80
- S. Coutinho, J. R. L. de Almeida, E. M. F. Curado:
Multifractal Spectra of Short Range Ising Spin Glass.
81-87
- T. Gregory Dewey:
Multifractals and Order-Disorder Transitions in Biopolymers.
89-100
- I. M. Dremin:
Fractality and the Anomalous Dimension of Quantum Chromodynamics.
101-107
- Fereydoon Family:
Self-Organized Criticality with Finite Input: Kolmogorov Scaling and Mode-Coupling Theory.
109-117
- Serge Frontier:
Species Diversity as a Fractal Property of Biomass.
119-127
- Raynald Gauvin, Dominique Drouin:
Fractal Analysis in Electron Microscopy.
129-137
- Yannis Georgalis, Jens Schüler, Wolfram Eberstein, Wolfram Saenger:
Time-Resolved Light Scattering Studies on Protein Precrystallization Fractal Clusters.
139-151
- Massimiliano Giona, Alessandra Adrover, Alessandro R. Giona:
Finite-difference methods in the analysis of transport phenomena in fractal structures.
153-174
- Ahmet T. Giz, Önder Pekcan:
Finite-Blumen Apparent Dimension in a Randomized Sierpinsky Carpet.
175-182
- Thomas C. Halsey, Katsuya Honda:
Multifractal Dimension of Growing Branched Clusters.
183-190
- A. Hernández Creus, P. Carro, S. González, S. L. Marchiano, R. C. Salvarezza, A. J. Arvia:
The Role Played by Migration and Diffusion on the Morphology of 3D Silver Electrodeposits.
191-199
- Chin-Kun Hu:
Fractal Dimensions for Percolation and Phase Transition Models: Theory and New Monte Carlo Calculation Method.
201-210
- C. Jung, E. Ziemniak:
Streaklines in an Open Hydrodynamical Flow.
211-219
- S. V. Korolev, A. R. Vin'a, Vladimir G. Tumanyan, Natalia G. Esipova:
Fractal Properties of DNA Sequences.
221-228
- A. P. Kuznetsov, S. P. Kuznetsov, I. R. Sataev:
Multi-Parameter Transition to Chaos and Fractal Nature of Critical Attractors.
229-239
- G. Landini, G. P. Mission, P. I. Murray:
Fractal Characterisation and Computer Modelling of Herpes Simplex Virus Spread in the Human Corneal Epithelium.
241-253
- Michel L. Lapidus:
The Vibrations of Fractal Drums and Waves in Fractal Media.
255-260
- Jacques Lévy Véhel, J. P. Berroir:
Image Analysis Through Multifractal Description.
261-274
- Jacques Lévy Véhel, Evelyne Lutton:
Optimization of Fractal Functions using Genetic Algorithms.
275-287
- A. Namajunas, A. Tamasevicius:
An Optoelectronic Technique for Estimating Fractal Dimensions from Dynamical Poinacaré Maps.
289-293
- Joachim Peinke, B. Castaing, B. Chabaud, F. Chillà, B. Hébral, A. Naert:
On a Fractal and an Experimental Approach to Turbulence.
295-304
- M. Puncochár, J. Drahos:
Geometric Concept of Flow over Immersed Body in Non-Laminar Conditions.
305-312
- Rudolf H. Riedi:
Explicit Bounds for the Hausdorff Dimension of Certain Self-Affine Sets.
313-324
- D. Schertzer, S. Lovejoy:
Multifractal Generation of Self-Organized Criticality.
325-339
- István Scheuring, Imre M. Jánosi, Ákos Csilling, Gabriella Pásztor:
SOC Defeats Chaos: a New Population-Dynamical Model.
341-348
- W. A. Schwalm, M. K. Schwalm:
Perfect Conductance on Fractal Lattices.
349-357
- Klaus Seidel, Mihai Datcu:
Fusion of Real and Synthetic Images for Remote Sensing Scene Understanding.
359-370
- C. Serio:
Detecting Chaos in Time Series.
371-383
- Vadim V. Silberschmidt:
Fractal and Multifractal Charateristics of Stochastic Brittle Fracture.
385-396
- Ricard V. Solé, Susanna C. Manrubia, Bartolome Luque:
Multifractals in Rainforest Ecosystems: Modelling and Simulation.
397-408
- J. Spaniol, M. R. Belmont, I. R. Summers, W. Vennart:
Multi-Resolution Analysis of Magnetic-Resonance Images in Medicine.
409-416
- Zbigniew R. Struzik, E. H. Dooijes:
Towards Fractal Metrology.
417-429
- Roman Tomashitz:
Chaos in Cosmology.
431-439
- Ray-Shyan Wu, Yi-Shao Lai:
An Observation on Fractal Characteristics of Individual River Plan Forms.
441-451
Copyright © Thu Dec 24 16:56:07 2009
by Michael Ley (ley@uni-trier.de)