The thermodynamics of simple mechanical systems and social dynamics is treated in the framework of ordinary thermodynamics. Mechanics provides a non-dissipative framework with Hamiltonian time evolution. Thermodynamics is responsible for stability of equilibrium. The combination of the two theories provides general understanding of stable limit cycles of any dynamical system with Hamiltonian core dynamics. Lotka-Volterra type two species evolution is treated as an example.

Thermodynamics of Lotka-Volterra Dynamics

Armando Ciancio
Membro del Collaboration Group
;
2017-01-01

Abstract

The thermodynamics of simple mechanical systems and social dynamics is treated in the framework of ordinary thermodynamics. Mechanics provides a non-dissipative framework with Hamiltonian time evolution. Thermodynamics is responsible for stability of equilibrium. The combination of the two theories provides general understanding of stable limit cycles of any dynamical system with Hamiltonian core dynamics. Lotka-Volterra type two species evolution is treated as an example.
2017
978-963-313-280-7
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11570/3142672
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