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Mathematical Models and Methods for Planet Earth

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Cover of 'Mathematical Models and Methods for Planet Earth'

Table of Contents

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    Book Overview
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    Chapter 1 Mathematics of Planet Earth
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    Chapter 2 The Role of Boundary Layers in the Large-scale Ocean Circulation
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    Chapter 3 Noise-induced Periodicity: Some Stochastic Models for Complex Biological Systems
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    Chapter 4 Kinetic Equations and Stochastic Game Theory for Social Systems
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    Chapter 5 Using Mathematical Modelling as a Virtual Microscope to Support Biomedical Research
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    Chapter 6 Ferromagnetic Models for Cooperative Behavior: Revisiting Universality in Complex Phenomena
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    Chapter 7 The Near Earth Asteroid Hazard and Mitigation
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    Chapter 8 Mathematical Models of Textual Data: A Short Review
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    Chapter 9 Space Debris Long Term Dynamics
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    Chapter 10 Mathematical Models for Socio-economic Problems
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    Chapter 11 Climate as a Complex Dynamical System
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    Chapter 12 Periodic Orbits of the N -body Problem with the Symmetry of Platonic Polyhedra
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    Chapter 13 Superprocesses as Models for Information Dissemination in the Future Internet
Attention for Chapter 4: Kinetic Equations and Stochastic Game Theory for Social Systems
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Chapter title
Kinetic Equations and Stochastic Game Theory for Social Systems
Chapter number 4
Book title
Mathematical Models and Methods for Planet Earth
Published by
Springer, Cham, January 2014
DOI 10.1007/978-3-319-02657-2_4
Book ISBNs
978-3-31-902656-5, 978-3-31-902657-2
Authors

Andrea Tosin, Tosin, Andrea

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