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Person
ISNI: 
0000 0001 1563 1540
Name: 
Cushman, R. H.
Cushman, Richard
Cushman, Richard H.,
Dates: 
1942-...
Creation class: 
cre
Language material
Text
Creation role: 
author
contributor
editor
redactor
writer of accompanying material
Related names: 
Abraham, Ralph (1936-)
Abraham, Ralph H.
Abraham, Ralph H. (1936-)
Bates, Larry M.
Marsden, Jerrold E.
Marsden, Jerrold E. (1942-2010))
Marsden, Jerrold Eldon (1942-)
Meer, J.C. van der (1955-)
Meer, Jan Cornelis (1955-)
Pacific Institute of Mathematical Sciences Workshop on Nonholonomic Constraints in Dynamics (1997 ; Calgary)
Princeton
Ratiu, Tudor S. (1950- ))
Ratiu, Tudor Stefan (1950-...)
Sanders, J.A. (1948-)
Sanders, Jan Anton (1948-)
Śniatycki, Jędrzej
Souriau, Jean-Marie
Tuynman, Gijs M.
Vrije Universiteit (Amsterdam). Subfaculteit Wiskunde en Informatica
Wydawnictwo Naukowe PWN.
Titles: 
codimension two bifurcation with a third order Picard-Fuchs equation, A
Constrained normalization of Hamiltonian systems and perturbed Keplerian motion
Foundations of mechanics a mathematical exposition of classical mechanics with an introduction to the qualitative theory of dynamical systems and applications to the three-body problem
Foundations of mechanics : a mathematical exposition of classical mechanics with an introduction to the qualitative theory of dynamical systems and applications to the three-boody problem
Geometry of nonholonomically constrained systems
Global aspects of classical integrable systems
Hyperbolic points of integrable area-preserving mappings of the 2-disk
Invariant theory and normal form of Hamiltonian Vectorfields with nilpotent linear part
Limit cycles in the Josephson equation
Nilpotent normal form in dimension 4
Orbiting dust under radiation pressure
Proceedings of the Pacific Institute of Mathematical Sciences Workshop on Nonholonomic Constraints in Dynamics, August 26-30, 1997, Calgary, Alberta, Canada
Straightening and the Stanley decomposition for the (2;n)-nilpotent vectorfield
Structure of dynamical systems a sympletic view of physics
Visualizing special motions of the Euler top
Notes: 
Thesis (Ph. D.)--Princeton
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