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Table of Contents
Study of a Model for the Distribution of Wealth
Periodic Orbits of Planar Integrable Birational Maps
Discrete-Time Modelling of Sigma-Delta Inspired Systems for MEMS
Kinetic Exchange Models in Economics and Sociology
Nonlinear Maps: From the Toulouse Colloqium (1973) to NOMA?13
Lebesgue Measure of Recurrent Scrambled Sets
On the Concept of Integrability for Discrete Dynamical Systems: Investigation of Wandering Points of Some Trace Map
Discrete Maps and the Problem of Round Trip Time Scale Nonlinear Dynamics in Solid State Lasers
The Importance of the Strategy in Backward Orbits
Minimal Cantor Type Sets on Discrete Dynamical Systems
Piecewise Expanding Maps and Conjugacy Equations
In Search of H-Theorem for Ulam?s Redistribution of Energy Problem
Random Market Models with an H-Theorem
Synchronization and Phase Ordering in Globally Coupled Chaotic Maps
Maximizing a Psychological Uplift in Love Dynamics
From Weak Allee Effect to no Allee Effect in Richards? Growth Models
Systoles on Compact Riemann Surfaces with Symbolic Dynamics.
Periodic Orbits of Planar Integrable Birational Maps
Discrete-Time Modelling of Sigma-Delta Inspired Systems for MEMS
Kinetic Exchange Models in Economics and Sociology
Nonlinear Maps: From the Toulouse Colloqium (1973) to NOMA?13
Lebesgue Measure of Recurrent Scrambled Sets
On the Concept of Integrability for Discrete Dynamical Systems: Investigation of Wandering Points of Some Trace Map
Discrete Maps and the Problem of Round Trip Time Scale Nonlinear Dynamics in Solid State Lasers
The Importance of the Strategy in Backward Orbits
Minimal Cantor Type Sets on Discrete Dynamical Systems
Piecewise Expanding Maps and Conjugacy Equations
In Search of H-Theorem for Ulam?s Redistribution of Energy Problem
Random Market Models with an H-Theorem
Synchronization and Phase Ordering in Globally Coupled Chaotic Maps
Maximizing a Psychological Uplift in Love Dynamics
From Weak Allee Effect to no Allee Effect in Richards? Growth Models
Systoles on Compact Riemann Surfaces with Symbolic Dynamics.