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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. (19422010))
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, JeanMarie
Tuynman, Gijs M.
Vrije Universiteit (Amsterdam). Subfaculteit Wiskunde en Informatica
Wydawnictwo Naukowe PWN.

Titles: 
codimension two bifurcation with a third order PicardFuchs 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 threebody problem
Foundations of mechanics : a mathematical exposition of classical mechanics with an introduction to the qualitative theory of dynamical systems and applications to the threeboody problem
Geometry of nonholonomically constrained systems
Global aspects of classical integrable systems
Hyperbolic points of integrable areapreserving mappings of the 2disk
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 2630, 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 
Sources: 
BOWKER
NTA
TEL
