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Fractal Concepts in Surface Growth
monograph
Author(s):
A.- L. Barabasi
,
H. E. Stanley
Publication date
(Online):
2009
Publisher:
Cambridge University Press
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Genomic Prediction: Concepts, Benchmarks & Synthesis
Author and book information
Book
ISBN:
9780511599798
Publication date (Print):
1995
Publication date (Online):
2009
DOI:
10.1017/CBO9780511599798
SO-VID:
8cfa7b27-a5ce-4584-b4ff-62c47a3af6fc
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Book chapters
pp. xix
Notation guide
pp. xv
Preface
pp. 1
Interfaces in nature
pp. 19
Scaling concepts
pp. 29
Fractal concepts
pp. 38
Random deposition
pp. 44
Linear theory
pp. 56
Kardar–Parisi–Zhang equation
pp. 65
Renormalization group approach
pp. 78
Discrete growth models
pp. 91
Basic phenomena
pp. 99
Quenched noise
pp. 115
Experiments
pp. 128
Basic phenomena of MBE
pp. 139
Linear theory of MBE
pp. 146
Nonlinear theory for MBE
pp. 153
Discrete models for MBE
pp. 166
MBE experiments
pp. 175
Submonolayer deposition
pp. 192
The roughening transition
pp. 209
Nonlocal growth models
pp. 231
Diffusion bias
pp. 240
Diffusive versus deposition noise
pp. 245
Correlated noise
pp. 253
Rare events
pp. 262
Multi-affine surfaces
pp. 269
Variants of the KPZ equation
pp. 277
Equilibrium fluctuations and directed polymers
pp. 285
Summary of the continuum growth equations
pp. 298
Outlook
pp. 301
Numerical recipes
pp. 315
Dynamic renormalization group
pp. 330
Hamiltonian description
pp. 332
Bibliography
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