Foundations of mechanics R Abraham, JE Marsden
Benjamin/Cummings Publishing Company, 1978
8815 * 1978 Global aspects of classical integrable systems RH Cushman, LM Bates
Birkhauser-Verlag, Basel, 1997
786 1997 A universal reduction procedure for Hamiltonian group actions JM Arms, RH Cushman, MJ Gotay
The Geometry of Hamiltonian Systems: Proceedings of a Workshop Held June 5 …, 1991
205 1991 The quantum mechanical spherical pendulum R Cushman, JJ Duistermaat
171 1988 Nilpotent Normal Forms and Representation Theory of Sl (2, R) R Cushman, JA Sanders
Contemporary Mathematics 56, 31-51, 1986
144 1986 Monodromy in the hydrogen atom in crossed fields RH Cushman, DA Sadovskiı
Physica D: Nonlinear Phenomena 142 (1-2), 166-196, 2000
135 2000 Conjugacy classes in linear groups N Burgoyne, R Cushman
Journal of algebra 44 (2), 339-362, 1977
122 1977 Molecule as a Quantum Realization of the Resonant Swing-Spring with MonodromyRH Cushman, HR Dullin, A Giacobbe, DD Holm, M Joyeux, P Lynch, ...
Physical review letters 93 (2), 024302, 2004
93 2004 Reduction of the semisimple 1: 1 resonance R Cushman, DL Rod
Physica D: Nonlinear Phenomena 6 (1), 105-112, 1982
93 1982 Geometry of nonholonomic constraints R Cushman, D Kemppainen, J Śniatycki, L Bates
Reports on Mathematical Physics 36 (2-3), 275-286, 1995
86 1995 The twisting tennis racket MS Ashbaugh, CC Chicone, RH Cushman
Journal of Dynamics and differential Equations 3, 67-85, 1991
84 1991 Normal forms for real linear Hamiltonian systems with purely imaginary eigenvalues N Burgoyne, R Cushman
Celestial mechanics 8 (4), 435-443, 1974
82 1974 Non-hamiltonian monodromy R Cushman, JJ Duistermaat
Journal of Differential Equations 172 (1), 42-58, 2001
80 * 2001 Reduction, Brouwer's Hamiltonian, and the critical inclination R Cushman
Celestial mechanics 31 (4), 401-429, 1983
72 1983 Geometry of Nonholonomically Constrained Systems R Cushman, H Duistermaat, J Śniatycki
World Scientific, 2010
71 2010 A survey of invariant theory applied to normal forms of vectorfields with nilpotent linear part R Cushman, JA Sanders
Institute for Mathematics and Its Applications 19, 82, 1990
69 * 1990 Differential structure of orbit spaces R Cushman, J Śniatycki
Canadian Journal of Mathematics 53 (4), 715-755, 2001
64 2001 Geometry of the energy momentum mapping of the spherical pendulum R Cushman
Centrum voor Wiskunde en Informatica Newsletter 1 (4), 18, 1983
61 1983 A survey of normalization techniques applied to perturbed Keplerian systems RH Cushman
Dynamics reported: expositions in dynamical systems, 54-112, 1992
59 1992 Monodromy in perturbed Kepler systems: hydrogen atom in crossed fields RH Cushman, DA Sadovskii
Europhysics Letters 47 (1), 1, 1999
57 1999