Geneva / Syracuse / Moscow / Chelsea / Leipzig / New York / Paris / Zurich / The Hague / Poisson / Berlin / Amsterdam / Lausanne / St. Petersburg / London / Florence / /
Company
Springer Science+Business Media B.V. / Cambridge University Press / Shapiro A.E. / Princeton University Press / Suzuki / Macmillan / /
Country
Sweden / Russia / / /
EntertainmentAwardEvent
Oscar / /
Facility
Institute of Mechanical Systems / Boston University / Eindhoven University of Technology / University of Kharkov / Opera Geometrica / Max Planck Institute / Digital Library / /
IndustryTerm
arbitrary dynamical systems / periodic solutions / energy functions / dynamical systems / energy / mechanical energy / kinetic energy / potential energy / nonlinear systems / numerical algorithms / elastic strain energy / conservative dynamical systems / minimum potential energy / /
Movie
A.I. / /
Organization
Cambridge University / Max Planck Society / Princeton University / Kharkov Mathematical Society / Max Planck Institute for the History of Science / Department of Mechanical and Process Engineering / Eindhoven University of Technology / Russian Academy of Sciences / Institute of Mechanical Systems / Providence / Royal Netherlands Academy of Arts and Sciences / American Mathematical Society / University of Kharkov / Boston University / Katholieke Universiteit Leuven / /
Person
A.Yu / Tome IV / Leonhard Euler / Tome II / J. Liouville / James Clerk Maxwell / Evangelista Torricelli / Em / Tome VIII / Wilhelm Engelmann / M. Lyapunov / Pierre Bouguer / Galileo Galilei / Daniel Bernoulli / Christiaan Huygens / E. Zhukovskii / L. Lagrange / A.A. Kireenkov / Peter Peregrinus / Joseph Liouville / Simon Stevin / / /
Position
Danksagung The author / flyball governor / scientist / General / Watt governor / author / King / /
Nonlinear Dyn[removed]: 173–182 DOI[removed]s11071[removed]z