dr. R.H. (Richard) Cushman
R.H.Cushman@uu.nl
Gegenereerd op 2018-01-16 20:13:16


Alle publicaties
  2010 - Wetenschappelijke publicaties
Cushman, R.H., Duistermaat, J.J. & Sniatycki, J. (2010). Geometry of nonholonomically constrained systems. (422 p.). Singapore [etc.]: World Scienctific.
  2007 - Wetenschappelijke publicaties
Efstathiou, K., Cushman, R.H. & Sadovskií, D.A. (2007). Fractional monodromy in the 1:-2 resonance. Advances in Mathematics, 209 (1), (pp. 241-273) (33 p.).
Broer, H.W., Cushman, R.H., Fasso, F. & Takens, F. (2007). Geometry of KAM tori for nearly integrable Hamiltonian systems. Ergodic Theory and Dynamical Systems, 27 (3), (pp. 725-741) (17 p.).
Sniatycki, J. & Cushman, R.H. (2007). Non-holonomic reduction of symmetries, constraints, and integrability. Regular and Chaotic Dynamics, 12 (6), (pp. 615-621) (7 p.).
Bates, L. & Cushman, R.H. (2007). Scattering monodromy and the A 1 singularity. Central European Journal of Mathematics, 5 (3), (pp. 429-451) (23 p.).
Cushman, R.H., Dullin, H.R., Hanssmann, H. & Schmidt, S. (2007). The 1:±2 resonance. Regular and Chaotic Dynamics, 12 (6), (pp. 642-663) (22 p.).
  2006 - Wetenschappelijke publicaties
Cushman, R.H. & van der Kallen, W.L.J. (2006). A new interpretation for the mass of a classical relativistic particle. Differential Geometry and its Applications, 24, (pp. 230-234) (5 p.).
Cushman, R.H. & van der Kallen, W.L.J. (2006). Adjoint and coadjoint orbits of the poincaré group. Acta Applicandae Mathematicae, 90, (pp. 65-89) (25 p.).
Cushman, R.H. & Duistermaat, J.J. (2006). Nearly flat falling motions of the rolling disk. Regular and Chaotic Dynamics, 11 (1), (pp. 31-60) (30 p.).
Moongyu, P. & Cushman, R.H. (2006). On upscaling operator-stable Lévy motions in fractal porous media. Journal of Computational Physics, 217 (1), (pp. 159-165) (7 p.).
  2005 - Wetenschappelijke publicaties
Bates, L. & Cushman, R.H. (2005). Complete integrability beyond Liouville-Arnol'd. Reports on Mathematical Physics, 56 (1), (pp. 77-91) (15 p.).
Bates, L. & Cushman, R.H. (2005). Removing the cocycle in a momentum map. JP Journal of Geometry and Topology, 5 (2), (pp. 103-107) (5 p.).
Bates, L., Cushman, R.H. & Savev, E. (2005). The rotation number and the herpolhode angle in Euler's top. Zeitschrift fur Angewandte Mathematik und Physik, 56 (2), (pp. 183-191) (9 p.).
  2005 - Vakpublicaties
Cushman, R.H. (2005). No polar coordinates. In K. Efstathiou & D. Sadovskii (Eds.), Geometric Mechanics and Symmetry: the Peyresq Lectures (pp. 211-302) (92 p.). Cambridge: Cambridge University Press.
  2004 - Wetenschappelijke publicaties
Cushman, R.H., Dullin, H.R., Giacobbe, A., Holm, D.D., Joyeux, M., Lynch, P., Sadovskii, D.A. & Zhilinskii, B.I. (2004). CO-2 molecule as a quantum realization of the 1:1:2 resonant swing-spring with monodromy. Physical Review Letters, 2 (24302 p.).
Cushman, R.H., Efstathiou, K. & Sadovskii, D.A. (2004). Hamiltonian Hopf bifurcation of the hydrogen atom in crossed fields. Physica D: Nonlinear Phenomena, 3-4, (pp. 250-274) (25 p.).
Cushman, R.H., Dullin, H.R. & Giacobbe, A. (2004). Monodromy in the resonant swing spring. Physica D: Nonlinear Phenomena, 1-2, (pp. 15-37) (23 p.).
Cushman, R.H., Giacobbe, A., Sadovskii, D.A. & Zhilinskii, B.I. (2004). Monodromy of the quantum 1:1:2 resonant swing spring. Journal of Mathematical Physics, (pp. 5076-5100) (25 p.).
Cushman, R.H. & Bates, L. (2004). The odd symplectic group in geometry. International journal of pure and applied mathematics, 1, (pp. 1-8) (8 p.).
  2003 - Wetenschappelijke publicaties
Efstathiou, K., Sadovskii, D.A. & Cushman, R.H. (2003). Linear Hamiltonian Hopf bifurcation for point-group-invariant perturbations of the $1:1:1$ resonance. The Royal Society of london Proceedings (pp. 2997-3019) (23 p.). London.
  2002 - Wetenschappelijke publicaties
Cushman, R.H. & Zhilinskii, B.I. (2002). Monodromy of a two degree of freedom Liouville integrable system with many focus-focus singular points. Journal of Physics A: Mathematical and General, (pp. L415-L419) (5 p.).
Cushman, R.H. & Sniatycki, J. (2002). Nonholonomic reduction for free and proper actions. Regular and Chaotic Dynamics, 7, (pp. 61-62) (2 p.).
Cushman, R.H. & Roberts, M.R. (2002). Poisson structures transverse to coadjoint orbits. Bulletin des Sciences Mathematiques, 162, (pp. 515-534) (20 p.).
Beukers, F. & Cushman, R.H. (2002). The complex geometry of the spherical pendulum. Contemporary mathematics, 292, (pp. 47-70) (24 p.).
  2001 - Wetenschappelijke publicaties
Cushman, R.H. & Sniatycki, J. (2001). Differential structure of orbit spaces. Canadian Journal of Mathematics, 53, (pp. 715-755) (41 p.).
Cushman, R.H. & Duistermaat, J.J. (2001). Non-Hamiltonian monodromy. Journal of Differential Equations, 172, (pp. 42-58) (17 p.).
  2000 - Wetenschappelijke publicaties
Cushman, R.H. & Sadovskii, D.A. (2000). Monodromy in the hydrogen atom in crossed fields. Physica D: Nonlinear Phenomena, 142, (pp. 166-196) (31 p.).
  1999 - Wetenschappelijke publicaties
Cushman, R.H. & Sniatycki, J. (1999). Hamiltonian mechanics on principal bundles. Proceedings of the Canadian Academy of Science, 1999 (21), (pp. 60-64) (4 p.).
Cushman, R.H. & Sadovskii, D.A. (1999). Monodromy in perturbed Kepler systems: hydrogen atom in crossed fields. Europhysics Letters, 47 (1), (pp. 1-7) (7 p.).
Cushman, R.H., Hansmann, H. & Ferrer, S. (1999). Singular reduction of axially symmetric perturbations of the isotropic harmonic oscillator. Nonlinearity, 12 (1999), (pp. 389-410) (21 p.).
Bates, L. & Cushman, R.H. (1999). What is a completely integrable nonholonomic dynamical system?. Reports on Mathematical Physics, 1999 (44), (pp. 29-35) (6 p.).
  1998 - Wetenschappelijke publicaties
Cushman, R.H., Kemppainen, D. & Sniatycki, J. (1998). A classical particle with spin realized by reduction of a nonlinear nonholonomic constraint. Reports on Mathematical Physics, 41, (pp. 133-142) (10 p.).
Cushman, R.H. (1998). Routh's sphere. In R.H. Cushman & J. Sniatycki (Eds.), Proceedings: Pacific Institute of Mathematical Sciences Workshop on Nonholonomic Constraints in Dynamics (pp. 47-70) (24 p.). Reports on Mathematical Physics, Pacific Institute of Mathematical Sciences Workshop on Nonholonomic Constraints in Dynamics.
Beukers, F. & Cushman, R.H. (1998). Zeeman's monotonicity conjecture. Journal of Differential Equations, 143 (1998), (pp. 191-200) (10 p.).
  1997 - Wetenschappelijke publicaties
Cushman, R.H. & Duistermaat, J.J. (1997). A characterization of the Ligon-Schaaf regularization map. Communications on Pure and Applied Mathematics, 50 (8), (pp. 773-787) (15 p.).
Cushman, R.H. & Bates, L. (1997). Global Aspects of Classical Integrable Systems. (435 p.). Basel: Birkhäuser.
  1996 - Wetenschappelijke publicaties
Cushman, R.H., Bridges, T.J. & MacKay, R.S. (1996). Dynamics near an irrational collision of eigenvalues for symplectic mapping. In W.F. Langford & W. Nagata (Eds.), Normal forms and Homoclinic Chaos (pp. 61-79) (19 p.). Providence, Rhode Island: American Mathematical Society.
Cushman, R.H., Hermans, J. & Kemppainen, D. (1996). The rolling disc. In H.W. Broer, S.A. van Gils, I. Hoveijn & F. Takens (Eds.), Nonlinear Dynamical Systems and Chaos (pp. 21-60) (40 p.). Basel, Zwitserland: Birkhäuser.
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Gegenereerd op 2018-01-16 20:13:16
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dr. R.H. Cushman Contactgegevens
Hans Freudenthalgebouw

Budapestlaan 6
Kamer GEEN
3584 CD  UTRECHT

Telefoonnummer afdeling 030 253 1432
Gegenereerd op 2018-01-16 20:13:16
Laatst bijgewerkt op 06-03-2012