DSGMP > MATHS > JBI > FWN > RUG

2010

E. Assémat, K. Efstathiou, M. Joyeux, and D. Sugny. Fractional bidromy in the vibrational spectrum of HOCl. Phys. Rev. Lett., 104(11):113002, 2010.   url
bib
J. Behrndt, S. Hassi, H.S.V. de Snoo, and R. Wietsma. Monotone convergence theorems for semibounded operators and forms with applications. Proc. Royal Soc. Edinburgh, Sec. A, 140(5):927–951, 2010.   url
bib
P. Bonckaert, I. Hoveijn, and F. Verstringe. Local analytic reduction offamilies of diffeomorphisms. J. Math. Anal. Appl., 367(1):317–328, 2010.   url
bib
H.W. Broer. Do Diophantine vectors form a Cantor bouquet? Journ. Difference Equations and Applications, 16(5/6):433–434, 2010.   url
bib
H. W. Broer, K. Efstathiou, and O. V. Lukina. A geometric fractional monodromy. DCDS-S, 3(4):517–532, 2010.   url
bib
H. W. Broer and V. A. Gaiko. Global qualitative analysis of a quartic ecological model. Nonlinear Anal., 72(2):628–634, 2010.   url
bib
H. W. Broer, H. Hanßmann, and M. B. Sevryuk (eds.). Special Issue on KAM Theory and its applications.. DCDS-S, 3(4), 2010.   url
bib
H.W. Broer, B. Haselblatt, and F. Takens (eds.) (2010) Handbook of Dynamical Systems, Vol. 3. North-Holland, 2010.   url
bib
H. W. Broer, S.J. Holtman, and G. Vegter. Recognition of resonance type in periodically forced oscillators. Physica D, 239(17):1627–1636, 2010.   bib
H.W. Broer and M.B. Sevryuk. KAM Theory: quasi-periodicity in dynamical systems. In H.W. Broer, B. Hasselblatt, and F. Takens, eds., Handbook of Dynamical Systems. North-Holland, pages 249–344, 2010.   url
bib
H. W. Broer, C. Simó, and R. Vitolo. Chaos and quasi-periodicity in diffeomorphisms of the solid torus. DCDS-B, 14(3):871–905, 2010.   url
bib
H.W. Broer and F. Takens. Preliminaries in Dynamical Systems Theory. In H.W. Broer, B. Hasselblatt, and F. Takens, eds., Handbook of Dynamical Systems. North-Holland, pages 1–42, 2010.   url
bib
K. Efstathiou and D. A. Sadovskií. Normalization and global analysis of perturbations of the hydrogen atom. Rev. Mod. Phys., 82(3):2099–2154, 2010.   url
bib
K. Efstathiou and D. Sugny. Integrable Hamiltonian systems with swallowtails. J. Phys. A, 43(8):085216, 2010.   url
bib
A.C.D. van Enter. Gemiste Nobelprijzen. Nederlands Tijdschrift voor Natuurkunde, vol. 76, p. 90, 2010.   bib
A.C.D. van Enter. Waar doen we het voor (Editorial)., 2010.   bib
A.C.D. van Enter. Waarom volgens mij de 1e geldstroom relatief wel zou moeten groeien. Nederlands Tijdschrift voor Natuurkunde, vol. 76, p. 381, 2010.   bib
A.C.D. van Enter, R. Fernandez, F. den Hollander, and F. Redig. A Large-Deviation View on Dynamical Gibbs-non-Gibbs Transitions. Mosc. Math. J., 10(4):687–711, 2010.   url
bib
A.C.D. van Enter, C. Külske, A.A. Opoku, and W.M. Ruszel. Gibbs–non-Gibbs properties for n-vector lattice and mean-field models. Braz. J. Prob. Stat., 24(2):226–255, 2010.   url
bib
A.C.D. van Enter and E. Verbitskiy. Erasure Entropies and Gibbs Measures. Markov Processes Relat. Fields, 16:3–14, 2010.   bib
A. Fleige, S. Hassi, H.S.V. de Snoo, and H. Winkler. Sesquilinear forms corresponding to a non-semibounded Sturm-Liouville operator. Proc. Royal Soc. Edinburgh., 140A:291–318, 2010.   bib
A. Goussev, R. Schubert, H. Waalkens, and S. Wiggins. Quantum Theory of Reactive Scattering in Phase Space. In Advances in Quantum Chemistry. Pages 269–332, 2010.   url
bib
A. Goussev, R. Schubert, H. Waalkens, and S. Wiggins. A Periodic Orbit Formula for Quantum Reactions Through Transition States. In AIP Conf. Proc. Pages 1593–1596, 2010.   url
bib
A. Goussev, R. Schubert, H. Waalkens, and S. Wiggins. The flux-flux correlation function for anharmonic barriers. J. Chem. Phys., 133:244113, 2010.   url
bib
D. Lind, K. Schmidt, and E. Verbitskiy. Entropy and growth rate of periodic points of algebraic $\mathbb Z^d$-actions. In Contemporary Mathematics, pages 195–211. . Amer. Math. Society, 2010.   url
bib
Robert F. M. Hales. Two Applications of Semiclassical Techniques to Open Systems: Transition State Theory and Microcavity Lasers. PhD thesis, University of Bristol, July 2010. Advisor: H. Waalkens, 163 pages.   bib
M. Hoekstra, M. Vogelzang, E. Verbitskiy, and M.W.N. Nijsten. Hourly measurements not required for safe and effective glycemic control in the critically ill patient. Critical Care, 14(404), 2010.   url
bib
I. Hoveijn and O.N. Kirillov. Singularities on the boundary of the stability domain near 1:1 resonance. J. Diff. Equ., 248(10):2585–2670, 2010.   url
bib
J.-Ph. Labrousse, A. Sandovici, H.S.V. de Snoo, and H. Winkler. The Kato decomposition of quasi-Fredholm relations. Operators and Matrices, 4:1–51, 2010.   bib
F. Redig, S. Roelly, and W. Ruszel. Short-time Gibbsianness for Infinite-dimensional Diffusions with Space-Time Interaction. J. Stat. Phys., 138(6):1124–1144, 2010.   url
bib
Wioletta M. Ruszel. Gibbs and non-Gibbs aspects of continuous spin models. PhD thesis, University of Groningen, September 2010. Advisors: A.C.D. van Enter and C. Külske (Ruhr-Universität Bochum), 169 pages.   url
bib
K. Schmidt and E. Verbitskiy. New directions in algebraic dynamical systems. Regular and Chaotic Dynamics, 2010.   url
bib
R. Schubert, H. Waalkens, A. Goussev, and S. Wiggins. Periodic-orbit formula for quantum reactions through transition states. Phys. Rev. A, 82(1):012707, 2010.   url
bib
Alef E. Sterk. Atmospheric variability and the Atlantic Multidecadal Oscillation. Mathematical Analysis of Reduced Models. PhD thesis, University of Groningen, October 2010. Advisors: H.W. Broer, H.A. Dijkstra (IMAU) and C. Simó (University of Barcelona), 119 pages.   url
bib
A.E. Sterk, R. Vitolo, H.W. Broer, Simó , and H.A. Dijkstra. New nonlinear mechanisms of midlatitude atmospheric low-frequency variability. Physica D, 239(10):702–718, 2010.   url
bib
E. Verbitskiy. Mathematics in the industrial environment: Dutchperspective. In Casimir Force, Casimir Operators and the Riemann Hypothesis, pages 21–28. . de Gruyter, 2010.   url
bib
E. Verbitskiy. Variational Principle for Fuzzy Gibbs Measures. Moscow Mathematical Journal, 10(4):811–829, 2010.   url
bib
E. Verbitskiy, P. Tuyls, C. Obi, B. Skoric, and B. Schoenmakers. Key Extraction From General Non-Discrete Signals. EEE Trans. on Information Forensics and Security, 5(2):269–279, 2010.   url
bib
R. Vitolo, H.W. Broer, and C. Simó. Routes to chaos in the Hopf-saddle-node bifurcation for fixed points of 3D-diffeomorphisms. Nonlinearity, 23:1919–1947, 2010.   url
bib
H. Waalkens and S. Wiggins. Geometric Models of the Phase Space Structures Governing Reaction Dynamics. Reg. Chaot. Dyn., 15:1–39, 2010.   url
bib