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  • Eirene e Atena
  • Edited by Fulvio Attinà, Luciano Bozzo, Marco Cesa, Sonia Lucarelli
Book Chapter

Competizione e complessità nel sistema internazionale tra equilibri e caos

  • Rodolfo Ragionieri

The study of complexity in world politics began painstakingly in the 1980s on the initiative of authors such as James Rosenau, and looks at different types of complexity such as non-linear interactions, the interaction between actors at different levels (turbulence), the emergence of structures. The chapter intends to analyze the contribution the study of competition processes can provide by means of the theory of dynamical systems. For this purpose, nonlinear equations derived from Richardson's and equations formulated in the framework of population theories concerning crime or terrorism are considered. Finally, the need to move on to the theory of self-organization and emergent structures is indicated.

  • Keywords:
  • complexity,
  • dynamic systems,
  • stability,
  • chaos,
  • arms races,
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Rodolfo Ragionieri

University of Sassari, Italy - ORCID: 0000-0001-5785-5657

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  • Publication Year: 2022
  • Pages: 105-120
  • Content License: CC BY 4.0
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  • Content License: CC BY 4.0
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Chapter Information

Chapter Title

Competizione e complessità nel sistema internazionale tra equilibri e caos

Authors

Rodolfo Ragionieri

Language

English

DOI

10.36253/978-88-5518-595-0.09

Peer Reviewed

Publication Year

2022

Copyright Information

© 2022 Author(s)

Content License

CC BY 4.0

Metadata License

CC0 1.0

Bibliographic Information

Book Title

Eirene e Atena

Book Subtitle

Studi di politica internazionale in onore di Umberto Gori

Editors

Fulvio Attinà, Luciano Bozzo, Marco Cesa, Sonia Lucarelli

Peer Reviewed

Number of Pages

208

Publication Year

2022

Copyright Information

© 2022 Author(s)

Content License

CC BY 4.0

Metadata License

CC0 1.0

Publisher Name

Firenze University Press

DOI

10.36253/978-88-5518-595-0

ISBN Print

978-88-5518-594-3

eISBN (pdf)

978-88-5518-595-0

Series Title

Studi e saggi

Series ISSN

2704-6478

Series E-ISSN

2704-5919

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