[Divulgacao] Invitation CHAOS2018 in Rome Italy

[Secretariat at cmsim.de]

Dear Colleague, 

You are kindly invited to participate and to submit an Abstract, Paper,
Invited Talk and/or an Invited Session (3-6 papers) to the forthcoming
Nonlinear Systems Conference titled:  11th Chaotic Modeling and Simulation
International Conference (CHAOS2018, 5-8 June 2018).

 

Chaos theory is developed rapidly the last decades. With CHAOS2018
International Conference we celebrate 11 years of active presence in the
field via the annual conference, the proceedings and publications in books
and the CMSIM Journal (www.cmsim.eu ).

 

Many thanks to the Honorary Committee (Professors Florentino Borondo
Rodríguez, Giovanni Gallavotti, Gennady A. Leonov, Gheorghe Mateescu, Yves
Pomeau, David Ruelle and Ferdinand Verhulst) and the Scientific Committee
for their support.

 

For more information please visit the conference website at: www.cmsim.org
or send email to  <mailto:Secretariat at cmsim1.org> Secretariat at cmsim1.org .

 

Looking forward to welcome you in Rome for the Conference,

 

Prof. Christos H Skiadas, Conference Co-Chair

__________________________

 

 

I am also happy to introduce two new books on Chaos and Nonlinear Dynamics
contributed mainly from the CHAOS Conferences participants.

 

1. "The Foundations of Chaos Revisited: From Poincaré to Recent
Advancements" (Christos Skiadas, Ed., Springer, May 2016). The book flyer
and other information is at: http://www.springer.com/gp/book/9783319296999.
The book is an outcome of the CHAOS2015 meeting in Henri Poincaré Institute
in Paris (www.cmsim.org ). Some of the main contributors of chaos theory add
important value to the book (David Ruelle, Ferdinand Verhulst, Giovanni
Gallavotti, Pierre Coullet, Yves Pomeau, James A. Yorke, Alexander Ramm, ...
).

 

2.  " Handbook of Applications of Chaos Theory" (C. H. Skiadas & C. Skiadas,
Eds, CRC/Taylor&Francis, 934 pages, June 2016)
https://www.crcpress.com/Handbook-of-Applications-of-Chaos-Theory/Skiadas-Sk
iadas/9781466590434 .

This book is a joint work of a large scientific group all over the world
covering a considerable part of the recent chaotic literature and related
applications.

 

 

 

 

______________________

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