Selected Papers From Volume 30 of Vychislitel'naya Seysmologiya

Copyright......Page 2
Title Page......Page 1
Contents......Page 4
PREFACE......Page 6
Introduction......Page 7
Southern Sicily......Page 8
Geodynamic Model of the BasinEvolution......Page 9
Numerical Modeling of Basin Evolution......Page 11
Formulation of Model Problems......Page 12
A Model of Subsidence......Page 13
Discussion and Conclusion......Page 16
References......Page 17
Seismicity on mid-oceanic ridges: A global geodynamic analysis......Page 19
References......Page 25
Introduction......Page 26
1. Necessary Results......Page 27
2. Triangulation and Decompositioninto Factors......Page 28
3. Torsion and Reducing the Order ofthe System......Page 30
3.2. Geometrical Reasoning......Page 31
Conclusion......Page 32
References......Page 33
1. Basic Relations......Page 34
2. Conditions of Reducing Rayleigh\'s Operator to Triangular Form......Page 35
3. The System of Alverson, Gair, Hook,and Young......Page 36
4. Conditions of Factoring Rayleigh\'sOperator......Page 37
5. Examples......Page 38
5.3. Dirac\'s Operator......Page 39
References......Page 40
1. Formulation of the Problem......Page 42
2.2. Toroidal and Poloidal Eigenfields......Page 43
2.3. Construction of Radius-DependentFunctions in the Laplacian Eigenfields......Page 44
3. Completeness of the Set of Eigenfunctions and AssociatedFunctions of the Formulated Problem......Page 45
3.2. Verifying the Conditions of the CarlemanTheorem......Page 46
References......Page 47
1.1.......Page 49
2.1.......Page 50
2.3.......Page 51
3.2.......Page 52
3.4.......Page 53
4.2.......Page 55
4.4.......Page 56
5.2.......Page 57
5.3.......Page 58
Conclusion......Page 61
Appendix 2:......Page 62
Appendix 3:......Page 64
References......Page 65
Numerical Methods......Page 66
Results and Discussion......Page 67
References......Page 71
1. Progressive Surface Waves......Page 72
2. Reconstructing the Potential From the Characteristics of the Negative Discrete Spectrum......Page 73
3. The Algorithm of Calculations......Page 75
4. Model Examples......Page 76
2. The Classical Travel Time InversionProblem. Key Words......Page 80
3. Ambiguity in the Determination of Velocity From the Travel Time Curve......Page 82
4. The Problem on the Lower Boundaryof the Strip G and Universal Sequence......Page 83
5.Majorant. Criterion for the Set U Membership.......Page 84
6. Duality Principle. Singular Points......Page 85
7. Comments......Page 87
References......Page 88
Introduction and Statement of theProblem......Page 90
Algorithm for Solving a System ofInequalities......Page 92
Algorithm for Solving the Inverse Problem. Model examples......Page 93
Appendix......Page 96
References......Page 97
The Experiment......Page 99
Fourier Analysis in Time Domain......Page 100
Two-Dimensional Fourier Analysis......Page 101
Inverse Problem......Page 103
Conclusion......Page 108
References......Page 109
Introduction......Page 110
1. Models and Forecasts......Page 111
2. Scoring Procedures and Information Gain......Page 112
3. Applications......Page 114
4. Concluding Remarks......Page 118
References......Page 119
Lattice Model With Healing......Page 121
Strange Attractor in a Three-Block Model......Page 122
Multiblock Model......Page 125
References......Page 126
Vychislitel\'naya Seysmologia Index......Page 128
AUTHOR INDEX ? Computational Seismology and Geodynamics......Page 129
SEISMOLOGY......Page 130
STRUCTURAL GEOLOGY NEW FIELD,REPLACES SINGLE ENTRY 8165......Page 131