E&F Chaos

E&F Chaos s an easy-to-use software package for simulation of nonlinear dynamic models to investigate stability of steady states and the presence of periodic orbits and chaos by standard numerical simulation techniques such as time series, phase plots, bifurcation diagrams, Lyapunov exponent plots, basin boundary plots and graphical analysis.The package contains many well-known nonlinear models, including applications in economics and finance, and is easy to use for non-specialists. E&F Chaos is developed to provide quick information about local and global dynamics and to aid formulating challenging research questions for further mathematical analysis.

References in zbMATH (referenced in 16 articles )

Showing results 1 to 16 of 16.
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  1. Zhou, Wei; Chu, Tong; Wang, Xiao-Xue: Stability, global dynamics, and social welfare of a two-stage game under R&D spillovers (2021)
  2. Anufriev, Mikhail; Radi, Davide; Tramontana, Fabio: Some reflections on past and future of nonlinear dynamics in economics and finance (2018)
  3. Lamantia, Fabio; Negriu, Anghel; Tuinstra, Jan: Technology choice in an evolutionary oligopoly game (2018)
  4. Lăzureanu, Cristian: The real-valued Maxwell-Bloch equations with controls: from a Hamilton-Poisson system to a chaotic one (2017)
  5. Gkana, Amalia; Zachilas, Loukas: Non-overlapping generation species: complex prey-predator interactions (2015)
  6. Ma, Junhai; Wang, Hongwu: Complexity analysis of dynamic noncooperative game models for closed-loop supply chain with product recovery (2014)
  7. Ma, Junhai; Wang, Hongwu: Complex dynamics analysis for a Cournot-Bertrand mixed game model with delayed bounded rationality (2013)
  8. Ochea, Marius-Ionut: Evolution of repeated prisoner’s dilemma play under logit dynamics (2013)
  9. Panchenko, Valentyn; Gerasymchuk, Sergiy; Pavlov, Oleg V.: Asset price dynamics with heterogeneous beliefs and local network interactions (2013)
  10. Wang, Hongwu; Ma, Junhai: Complexity analysis of a Cournot-Bertrand duopoly game model with limited information (2013)
  11. Airaudo, Marco; Zanna, Luis-Felipe: Interest rate rules, endogenous cycles, and chaotic dynamics in open economies (2012)
  12. Naimzada, Ahmad K.; Ricchiuti, Giorgio: Studying heterogeneity among fundamentalists in financial markets: a note (2012)
  13. Luizi, P. C. S.; Cruz, F. R. B.; van de Graaf, J.: Assessing the quality of pseudo-random number generators (2010) ioport
  14. Waters, George A.: Chaos in the cobweb model with a new learning dynamic (2009)
  15. Choudhary, M. Ali; Orszag, J. Michael: A cobweb model with local externalities (2008)
  16. Diks, Cees; Hommes, Cars; Panchenko, Valentyn; van der Weide, Roy: E&F Chaos: A user friendly software package for nonlinear economic dynamics (2008)