By et al Eusebius J. Doedel (Editor)
The Hungarian born mathematical genius, John von Neumann, was once unquestionably one of many maximum and such a lot influential clinical minds of the 20 th century. Von Neumann made basic contributions to Computing and he had a prepared curiosity in Dynamical platforms, in particular Hydrodynamic Turbulence. This ebook, providing a state of the art number of papers in computational dynamical platforms, is devoted to the reminiscence of von Neumann. together with contributions from J E Marsden, P J Holmes, M Shub, A Iserles, M Dellnitz and J Guckenheimer, this e-book bargains a different mix of theoretical and utilized study in parts corresponding to geometric integration, neural networks, linear programming, dynamical astronomy, chemical response types, structural and fluid mechanics.
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Extra resources for Modeling And Computations in Dynamical Systems: In Commemoration Of The 100th Anniversary Of The Birth Of John von Neumann
1985] Long Term Evolution of Short Period Comets (Adam Hilger, Bristol, UK). Chirikov, B. V.  "A universal instability of many-dimensional oscillator systems," Phys. Rep. 52, 263-379. Conley, C.  "Low energy transit orbits in the restricted three-body problem," SIAM J. Appl. Math. 16, 732-746. Coulliette, C. & Wiggins, S.  "Intergyre transport in a wind-driven, quasigeostrophic double gyre: An application of lobe dynamics," Nonlin. Process. Geophys. 8, 69-94. , Mehta, M. A. k.
Levison, H. F. & Duncan, M. J.  "The gravitational sculpting of the Kuiper belt," Astrophys. J. 406, L35-L38. , Marsden, J. , Ortiz, M. & West, M.  "Asynchronous variational integrators," Arch. Rat. Mech. An. 167, 85-146. , Marsden, J. , Ortiz, M. & West, M.  "Variational time integration for mechanical systems," Int. J. Num. Meth. Engin. 60, 153-212. Lichtenberg, A. J. & Lieberman, M. A.  Regular and Stochastic Motion (Springer-Verlag, NY). MacKay, R. , Meiss, J. D. & Percival, I.
Smoluchowski, R.  "Chaotic motion in a primordial comet disk beyond Neptune and comet influx to the Solar System," Nature 345, 49-51. , Yanguas, P. & Wiggins, S.  "The geometry of reaction dynamics," Nonlinearity 15, 957-992. Valsecchi, G. B.  "Close encounters, planetary masses, and the evolution of cometary orbits," in Periodic Comets, eds. Fernandez, J. A. & Rickman, H. Univ. de la Republica, Montevideo, Uruguay, pp. 143-157. Veillet, C , Parker, J. , Tholen, D. , Connelley, M.