dr. H. (Heinz) Hanßmann
H.Hanssmann@uu.nl
Gegenereerd op 2018-09-20 16:40:03


Alle publicaties
  2016 - Wetenschappelijke publicaties
Broer, Henk W. & Hanßmann, Heinz (01-12-2016). On Jupiter and his Galilean satellites - Librations of De Sitter's periodic motions. Indagationes Mathematicae, 27 (5), (pp. 1305-1336) (32 p.).
  2015 - Wetenschappelijke publicaties
Hanßmann, H. (2015). Perturbations of Superintegrable Systems. Acta Applicandae Mathematicae, 137 (1), (pp. 79-95) (17 p.).
  2015 - Vakpublicaties
Hanßmann, H. (2015). Functionaalanalyse. (258 p.). Epsilon Uitgevers.
  2013 - Wetenschappelijke publicaties
Bosschaert, M. & Hanssmann, H. (2013). Bifurcations in Hamiltonian systems with a reflecting symmetry. Qualitative Theory of Dynamical Systems, 12, (pp. 67-87) (21 p.).
Broer, H.W., Hanssmann, H. & You, J. (2013). On the destruction of resonant Lagrangean tori in Hamiltonian Systems. In A. Johann, H.-P. Kruse, F. Rupp & S. Schmitz (Eds.), Recent trends in dynamical systems : proceedings of a conference in honor of Jürgen Scheurle (pp. 317-333) (616 p.). Basel: Springer.
  2012 - Wetenschappelijke publicaties
Hanssmann, H. & Simó, C. (2012). Dynamical stability of quasi-periodic response solutions in planar conservative systems. Indagationes Mathematicae, 23 (3), (pp. 151-166) (16 p.). Dedicated to the Lorentz Center Workshop “Coherent Structures in Dynamical Systems”.
Dullin, H.R. & Hanssmann, H. (2012). The degenerate C. Neumann system I: symmetry reduction and convexity. Central European Journal of Mathematics, 10 (5), (pp. 1627-1654) (28 p.).
  2011 - Wetenschappelijke publicaties
Hanssmann, H. (2011). Non-degeneracy conditions in kam theory. Indagationes Mathematicae, 22 (3-4), (pp. 241-256) (16 p.).
  2010 - Wetenschappelijke publicaties
Hanssmann, H. (2010). Quasi-periodic bifurcations in reversible systems. Regular and Chaotic Dynamics, 16 (1-2), (pp. 51-60) (10 p.). PREPRINT At bottom, the aim of this book is the formulation and defence of a novel philosophical stance concerning the general relation between successor theories in science. But its method is inductive: almost the entire book is devoted to one detailed case study, the relation between classical mechanics and quantum mechanics. The author, Alisa Bokulich, dwells extensively on the history of quantum mechanics and the philosophical ideas of its founding fathers and also on recent developments in physics. The book has thus become a goldmine of information and original ideas about quantum mechanics and its philosophy, in addition to being a philosophical treatise about the relation between theories..
  2009 - Wetenschappelijke publicaties
Hanssmann, H. (2009). Dynamics of Hamiltonian systems. In R.A. Meyers (Eds.), Encyclopedia of Complexity and System Science (pp. 2261-2284) (24 p.). Springer.
Broer, H.W. & Hanssmann, H. (2009). Hamiltonian Perturbation Theory (and Transition to Chaos). In R.A. Meyers (Eds.), Encyclopedia of Complexity and System Science (pp. 4515-4540) (26 p.). Springer.
Broer, H.W., Ciocci, M.C., Hanssmann, H. & Vanderbauwhede, A. (2009). Quasi-periodic stability of normally resonant tori. Physica D: Nonlinear Phenomena, 238 (3), (pp. 309-318) (10 p.).
  2008 - Wetenschappelijke publicaties
Hanssmann, H. & Broer, H.W. (2008). Perturbation Theory (dynamical systems). Scholarpedia, 3 (9).
  2007 - Wetenschappelijke publicaties
Hanssmann, H. (02-06-2007). A monkey saddle in rigid body dynamics. In G. Gaeta, R. Vitolo & S. Walcher (Eds.), Proceedings of the International Conference on SPT 2007 (pp. 92-99) (8 p.). Otranto: World Scienctific, International Conference on SPT 2007.
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.).
Broer, H.W., Hanssmann, H. & Hoo, J. (2007). The quasi-periodic Hamiltonian Hopf bifurcation. Nonlinearity, 20 (2), (pp. 417-460) (44 p.).
Broer, H.W., Ciocci, M.C. & Hanssmann, H. (2007). The quasi-periodic reversible Hopf bifurcation. International Journal of Bifurcation and Chaos in Applied Sciences and Engineering, 17 (8), (pp. 2605-2623) (19 p.).
  2006 - Wetenschappelijke publicaties
Hanssmann, H. (2006). Local and Semi-Local Bifurcations in Hamiltonian Dynamical Systems Results and Examples. (242 p.). Berlijn/Heidelberg: Springer.
Broer, H., Hanssmann, H., Hoo, J. & Naudot, V. (2006). Nearly integrable perturbations of the Lagrange top: applications to KAM-theory. In D. Denteneer, F. den Hollander & E. Verbitskiy (Eds.), Festschrift in Honor of M.S. Keane (pp. 286-303) (18 p.).
Hanssmann, H. (2006). On Hamiltonian bifurcations of invariant tori with a Floquet multiplier approximately equal to -1. Dynamical Systems, 21 (2), (pp. 145) (115 p.).
Hanssmann, H., Leonard, N.E. & Smith, T.R. (2006). Symmetry and Reduction for Coordinated Rigid Bodies. European Journal of Control, 12 (2), (pp. 176-194) (19 p.).
Broer, H., Hanssmann, H. & You, J. (2006). Umbilical Torus Bifurcations in Hamiltonian Systems. Journal of Differential Equations, 222 (1), (pp. 233-262) (30 p.).
  2005 - Wetenschappelijke publicaties
Hanssmann, H. & van der Meer, J.-C. (2005). Algebraic methods for determining Hamiltonian Hopf bifurcations in three-degree-of-freedom systems. Journal of Dynamics and Differential Equations, 17 (3), (pp. 453-474) (22 p.).
Broer, H.W., Hanssmann, H. & You, J. (2005). Bifurcations of normally parabolic tori in Hamiltonian systems. Nonlinearity, 18, (pp. 1735-1769) (35 p.).
Hanssmann, H. (2005). Hamiltonian bifurcations of invariant tori with a vanishing Floquet exponent. In F. Dumortier (Eds.), Equadiff 2003, Hasselt 2003 (pp. 732-737) (6 p.). World Scienctific.
Hanssmann, H. & van der Meer, J.-C. (2005). On non-degenerate Hamiltonian Hopf bifurcations in 3DOF systems. In F. Dumortier (Eds.), Equadiff 2003, Hasselt 2003 (pp. 476-481) (6 p.). World Scienctific.
Hanssmann, H. (2005). Perturbations of integrable and superintegrable Hamiltonian systems. In D.H. van Campen, M.D. Lazurko & W.P.J.M. van den Oever (Eds.), Fifth Euromech Nonlinear Dynamics Conference (pp. 1527-1536) (10 p.). Eindhoven: Eindhoven University of Technology.
Broer, H.W., Hanssmann, H., Jorba, A., Villanueva, J. & Wagener, F.O.O. (2005). Quasi-periodic response solutions at normal-interval resonances. In F. Dumortier (Eds.), Equadiff 2003, Hasselt 2003 (pp. 702-707) (6 p.). World Scienctific.
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Gegenereerd op 2018-09-20 16:40:03
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dr. H. Hanßmann Contactgegevens
Hans Freudenthalgebouw

Budapestlaan 6a
Kamer 608
3584 CD  UTRECHT

Telefoonnummer direct 030 253 9323
Gegenereerd op 2018-09-20 16:40:03
Laatst bijgewerkt op 06-03-2012