Dynamics, Games and Science I DYNA 2008, in Honor of Maurício Peixoto and David Rand, University of Minho, Braga, Portugal, September 8-12, 2008

Dynamics, Games and Science I and II are a selection of surveys and research articles written by leading researchers in mathematics. The majority of the contributions are on dynamical systems and game theory, focusing either on fundamental and theoretical developments or on applications to modeling...

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Bibliographic Details
Other Authors: Peixoto, Mauricio Matos (Editor), Pinto, Alberto Adrego (Editor), Rand, David A. (Editor)
Format: eBook
Language:English
Published: Berlin, Heidelberg Springer Berlin Heidelberg 2011, 2011
Edition:1st ed. 2011
Series:Springer Proceedings in Mathematics
Subjects:
Online Access:
Collection: Springer eBooks 2005- - Collection details see MPG.ReNa
Table of Contents:
  • 32 Minimum Regret Pricing of Contingent Claims in Incomplete Markets
  • 33 A Class of Infinite Dimensional ReplicatorDynamics
  • 34 Kinetic Theory for Chemical Reactions Without a Barrier
  • 35 Dynamical Gene-Environmental Networks Under Ellipsoidal Uncertainty - Set-Theoretic Regression Analysis Based on Ellipsoidal OR
  • 36 Strategic Interaction in Macroeconomic Policies: An Outline of a New Differential Game Approach.- 37 Renormalization of Hénon Maps
  • 38 Application of Fractional Calculus in Engineering
  • 39 Existence of Invariant Circles for Infinitely Renormalisable Area-Preserving Maps
  • 40 The Dynamics of Expectations
  • 41 Dynamics on the Circle
  • 42 Rolling Ball Problems
  • 43 On the Dynamics of Certain Models Describing the HIV Infection
  • 44 Tilings and Bussola for Making Decisions.- 45 A Hotelling-Type Network
  • 46 The Closing Lemma in Retrospect
  • 47 From Peixoto's Theorem to Palis' Conjecture
  • 48 Dynamics Associated to Games (Fictitious Play) with Chaotic Behavior
  • 49 A Finite Time Blowup Result for Quadratic ODEs
  • 50 Relating Material and Space-Time Metrics Within Relativistic Elasticity: a Dynamical Example
  • 51 Strategic Information Revelation Through Real Options in Investment Games
  •  52 On Consumption Indivsibilites, the Demand for Durables, and Income Distribution
  • 1 A Brief Survey of Focal Decompositon
  • 2 Anosov and Circle Diffeomorphisms
  • 3 Evolutionarily Stable Strategies and Replicator Dynamics in Asymmetric Two-Population Games
  • 4 Poverty Traps, Rationality and Evolution
  • 5 Leadership Model
  • 6 Lorenz-Like Chaotic Attractors Revised
  • 7 A Dynamical Point of View of Quantum Information: Entropy and Pressure
  • 8 Generic Hamiltonian Dynamical Systems: An Overview
  • 9 Microeconomic Model Based on MAS Framework: Modeling an Adaptive Producer
  • 10 Equilibrium in a Tourism Model with Different Types
  • 11 Computability and Dynamical Systems
  • 12 Dynamics and Biological Thresholds
  • 13 Global Convergence in Difference Equations
  • 14 Networks Synchronizability, Local Dynamics and Some Graph Invariants
  • 15 Continuous Models for Generic Evolution in Large Population
  • 16 Forecasting of Yield Curves using Local State Space Reconstruction
  • 17 KAM Theory as a Limit of Renormalization
  • 18 An Overview of Optimal Life Insurance Purchase, Consumption and Investment Problems
  • 19 Towards a Theory of Periodic Difference Equations and it Applications to Population Dynamics
  • 20 Thompson's Group, Teichmüller Spaces, and Dual Riemann Surfaces
  • 21 A Modified Model of an Edgeworthian Economy
  • 22 Fractional Analysis of Traffic Dynamics
  • 23 The Set of Planar Orbits of Second Species in the RTBP
  • 24 Statistical Properties of the Maximum for Non-Uniformly Hyperbolic Dynamics
  • 25 Adaptive Learning and Central Bank Inattentiveness in Optimal Monetary Policy
  • 26 Discrete Time, Finite State Space Mean Field Games
  • 27 Sample Exclusion Process: from Randomness to Determination
  • 28 Universality in PS120 Fluctuations
  • 29 Dynamical Systems with Nontrivially Recurrent Invariant Manifolds
  • 30 Some Recent Results on the Stability of Endomorphisms
  • 31 Differential Rigidity and Applications in One-Dimensional Dynamics