Nonlinear physics: theory and experiment II

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  • Category: Nonlinear Physics.
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It seems that you're in Germany. We have a dedicated site for Germany. The Symposium was the 36th in the series of Nobel Foundation Symposia, which have been held mainly within the areas of physics, chemistry, medicine, literature and peace prizes. The purpose of the Symposium was to discuss various topics in the field of modern plasma physics. We had to select from this vast area of active research a suitable common theme with a great number of new and interesting contributions. In recent years basic theory and experiments in nonlinear plasma physics have been stimulated largely by the need for an energy source based on fusion of light nuclei.

Nonlinear Dynamics & Chaos

Heating of plasmas to fusion temperatures remains a key problem. There are good reasons to believe that the nonlinear effects in plasmas will play an important role for fusion, a long-range program which is still largely in its basic research phase.

Nonlinear Dynamics: Materials, Theory and Experiments

JavaScript is currently disabled, this site works much better if you enable JavaScript in your browser. Ablowitz, M. Boiti, F Pempinelli, and B. Prinari Publishing Company, , pp.

Selected Lectures, 3rd Dynamics Days South America, Valparaiso 3-7 November 2014

Gerdjikov, G. Vilasi, and A.

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Integrable Hamiltonian Hierarchies. Closure of the squared Zakharov-Shabat eigenstates - A Moro and B.

Advanced nonlinear physics - physics-complex-systems

High frequency integrable regimes in nonlocal nonlinear optics - Symmetry Phys. Perez-Garcia, V. Konotop, and J. Nonlocal interactions prevent collapse in Bose-Einstein gases - A arXiv Slavova eds.

Nonlinear Theory and Experiments

Cambridge Scholars Publishing, , pp. Zhenya Yan.

Zakharov and A. Soliton on unstable condensate - e-print. Zakharov and S. Asymptotic behavior of noninear wave systems integrated by the inverse scattering method - Theory Of Solitons. Contemporary Soviet Mathematics. A scheme for integrating nonlinear evolution equations of mathematical physics by the inverse scattering method I -