Selected Papers From Volume 31 of Vychislitel'naya Seysmologiya

Copyright......Page 2
Title Page......Page 3
Contents......Page 4
PREFACE......Page 5
Isothermal model......Page 6
A Model of Thermal Convection Incorporating a MovingContinent......Page 8
Calculation of Relief Change......Page 9
References......Page 11
1. Description of the Model......Page 12
2. Numerical Results......Page 13
3. Analytical Study of Generalized Solitary Waves......Page 18
References......Page 20
Introduction......Page 21
1. Equations and Boundary Conditions......Page 22
2. Analytical Solution for the Steady State......Page 24
3. Steady Solution in the Variables e and C......Page 27
5. Discussion of Results......Page 29
Notation......Page 30
References......Page 31
Introduction......Page 32
Numerical Method......Page 33
Model of Passive Piercement......Page 34
References......Page 37
Introduction......Page 38
Formulation of the Problem and the Numerical Method......Page 39
Parallel Algorithm......Page 40
Model Examples......Page 41
Discussion and Conclusion......Page 44
References......Page 45
Introduction......Page 47
An Exact Solution for a Layered Medium......Page 48
Description of Models......Page 49
References......Page 51
Introduction......Page 52
1. Boundary Value Sturm-Liouville Problem in Layered Media of FourTypes......Page 53
3. An Alternative Form of the Sturm-Liouville Operator......Page 54
3. The Rayleigh Equation in Terms of the Volterra Equation of the Second Kind......Page 55
Appendix A: Derivation of the Matrix θ in Four Cases of Symmetry......Page 56
References......Page 59
Introduction......Page 60
Description of the Model......Page 61
Some Results of Numerical Modeling......Page 63
References......Page 67
Introduction......Page 68
1. Definition of Seismic Migration......Page 69
2. A Method of Detecting Migration......Page 70
3. Application of the Algorithm to an Observed Catalog......Page 71
4. Discussion......Page 81
References......Page 83
1. The Model......Page 85
3. Estimation of Key Parameters......Page 86
4. Prediction of Large Clusters......Page 87
References......Page 88
Earthquake Disaster Data......Page 90
Nature of Nonlinear Growth of Cumulative Earthquake Losses......Page 91
Applicability of the Pareto Distribution to Earthquake Loss Data......Page 98
Relation Between Losses and Socioeconomic Factors......Page 102
Conclusion......Page 105
References......Page 106
IV. ALGORITHMS AND DATA PROCESSING......Page 108
AUTHOR INDEX......Page 109
MATHEMATICAL GEOPHYSICS New field......Page 110
TECTONOPHYSICS......Page 111