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P. Acosta-Humánez and F. Marcellán.
Preface.
In Acosta-Humánez and Marcellán [4], pages
vii-viii.
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P.B. Acosta-Humánez.
Galoisian Approach to Supersymmetric Quantum Mechanics: The
integrability analysis of the Schrödinger equation by means of differential
Galois theory.
VDM Verlag Dr Mueller Publishing, Berlin, 2010.
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[3]
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Primitivo B. Acosta-Humánez, Adriana Lorena Chuquen, and
Ángela Mariette Rodríguez.
Pasting and reversing operations over some rings.
Bol. Mat. (N.S.), 17(2):143-164, 2010.
[ MR ]
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[4]
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Primitivo B. Acosta-Humánez and Francisco Marcellán, editors.
Differential algebra, complex analysis and orthogonal
polynomials, volume 509 of Contemporary Mathematics.
American Mathematical Society, Providence, RI, 2010.
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MR ]
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[5]
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V. S. Afraimovich, L. M. Lerman, and S. V. Gonchenko.
Leonid Pavlovich Shilnikov. On his 75th birthday.
Regul. Chaotic Dyn., 15(2-3):101-106, 2010.
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[6]
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Jacobo Aguirre, Alejandro Luque, and Daniel Peralta-Salas.
Motion of charged particles in magnetic fields created by symmetric
configurations of wires.
Phys. D, 239(10):654-674, 2010.
[ DOI |
MR ]
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[7]
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Elisa Maria Alessi, Gerard Gómez, and Josep J. Masdemont.
A motivating exploration on lunar craters and low-energy dynamics in
the Earth-Moon system.
Celestial Mech. Dynam. Astronom., 107(1-2):187-207, 2010.
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MR ]
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[8]
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E.M. Alessi, G. Gómez, and J.J. Masdemont.
Two-manoeuvers transfers between LEOs and Lissajous orbits in the
Earth-Moon system.
Adv. Space Res., 45:1276-1291, 2010.
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[9]
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E. Athanassoula, M. Romero-Gómez, A. Bosma, and J.J. Masdemont.
Rings and spirals in barred galaxies III. Further comparisons and
links to observations.
Mon. Not. Roy. Astron. Soc., 407:1433-1448, 2010.
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[10]
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I. Basak.
Bifurcation analysis of the Zhukovskii-Volterra system via
bi-Hamiltonian approach.
Regul. Chaotic Dyn., 15(6):677-684, 2010.
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M. Belló, G. Gómez, and J.J. Masdemont.
Invariant manifolds, Lagrangian trajectories and space mission
design.
In Space Manifold Dynamics. Novel Spaceways for Science and
Exploration, pages 1-96. Springer, 2010.
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[12]
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D. Blázquez-Sanz and S. A. Carrillo Torres.
Group analysis of non-autonomous linear Hamiltonians through
differential Galois theory.
Lobachevskii J. Math., 31(2):157-173, 2010.
[ DOI |
MR ]
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[13]
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David Blázquez-Sanz and Juan J. Morales-Ruiz.
Local and global aspects of Lie superposition theorem.
J. Lie Theory, 20(3):483-517, 2010.
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[14]
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David Blázquez-Sanz and Juan José Morales-Ruiz.
Differential Galois theory of algebraic Lie-Vessiot systems.
In Acosta-Humánez and Marcellán [4], pages
1-58.
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[15]
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Renato Calleja and Rafael de la Llave.
Computation of the breakdown of analyticity in statistical mechanics
models: numerical results and a renormalization group explanation.
J. Stat. Phys., 141(6):940-951, 2010.
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MR ]
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[16]
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Renato Calleja and Rafael de la Llave.
A numerically accessible criterion for the breakdown of
quasi-periodic solutions and its rigorous justification.
Nonlinearity, 23(9):2029-2058, 2010.
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MR ]
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[17]
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J. Casoliva, J.M. Mondelo, B.F. Villac, K.D. Mease, E. Barrabés, and
M. Ollé.
Two classes of cycler trajectories in the Earth-Moon system.
J. Guid. Control Dyn., 33(5):1623-1640, 2010.
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[18]
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A. Delshams, P. Gutiérrez, O. Koltsova, and J. R. Pacha.
Transverse intersections between invariant manifolds of doubly
hyperbolic invariant tori, via the Poincaré-Mel'nikov method.
Regul. Chaotic Dyn., 15(2-3):222-236, 2010.
[ DOI |
MR ]
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[19]
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E. Fantino, G. Gómez, J.J. Masdemont, and Y. Ren.
A note on libration point orbits, temporary capture and low-energy
transfers.
Acta Astronaut., 67:1038-1052, 2010.
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[20]
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Yuri N. Fedorov and Luis C. García-Naranjo.
The hydrodynamic Chaplygin sleigh.
J. Phys. A, 43(43):434013, 18 pp., 2010.
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[21]
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J. Ferrer, M. D. Magret, J. R. Pacha, and M. Peña.
Planar bimodal piecewise linear systems. Bifurcation diagrams.
Bol. Soc. Esp. Mat. Apl. SeMA, 51:55-62, 2010.
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[22]
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J. Ferrer, M.D. Magret, J.R. Pacha, and M. Peña.
Miniversal deformations of bimodal piecewise linear systems.
In 2nd Meeting on Linear Algebra Matrix Analysis and
Applications, pages 1-6. Servicio de publicaciones de la UPV, 2010.
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P.E. Garcia-Rodriguez, A. Pastukhov, G. Deco, J. Braun, A. Guillamon, and
J. Haenicke.
Variability of dominance phases in bistable perception:
history-dependence and noisy dynamics.
Front. Comput. Neurosci., (2010), 2010.
Conference Abstract: Bernstein Conference on Computational
Neuroscience.
[ DOI ]
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[24]
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L. Garcia-Taberner.
Proximity maneuvering of libration point orbit formations using
adapted finite element methods.
PhD thesis, Univ. Politècnica de Catalunya, February 2010.
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[25]
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L. Garcia-Taberner and J.J. Masdemont.
FEFF methodology for spacecraft formations reconfiguration in the
vicinity of libration points.
Acta Astronaut., 67(7-8):810-817, 2010.
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[26]
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D. Gómez-Ullate, N. Kamran, and R. Milson.
Exceptional orthogonal polynomials and the Darboux transformation.
J. Phys. A, 43(43):434016, 16, 2010.
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MR ]
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[27]
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David Gómez-Ullate, Niky Kamran, and Robert Milson.
An extension of Bochner's problem: exceptional invariant subspaces.
J. Approx. Theory, 162(5):987-1006, 2010.
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MR ]
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[28]
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David Gómez-Ullate, Sara Lombardo, Manuel Mañas, Marta Mazzocco,
Frank Nijhoff, and Matteo Sommacal.
Integrability and nonlinear phenomena.
J. Phys. A, 43(43):430301, 6, 2010.
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[29]
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S. Gonchenko and M.-Ch. Li.
Shilnikov's cross-map method and hyperbolic dynamics of
three-dimensional Hénon-like maps.
Regul. Chaotic Dyn., 15(2-3):165-184, 2010.
[ DOI ]
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[30]
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S. V. Gonchenko, V. S. Gonchenko, and L. P. Shilnikov.
On a homoclinic origin of Hénon-like maps.
Regul. Chaotic Dyn., 15(4-5):462-481, 2010.
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[31]
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M. Guardia.
From non-smooth to analytic dynamical systems: low codimension
bifurcations and exponentially small splitting of separatrices.
PhD thesis, Univ. Politècnica de Catalunya, July 2010.
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[32]
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Marcel Guardia, S. John Hogan, and Tere M. Seara.
An analytical approach to codimension-2 sliding bifurcations in the
dry-friction oscillator.
SIAM J. Appl. Dyn. Syst., 9(3):769-798, 2010.
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[33]
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Marcel Guardia, Carme Olivé, and Tere M. Seara.
Exponentially small splitting for the pendulum: a classical problem
revisited.
J. Nonlinear Sci., 20(5):595-685, 2010.
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MR ]
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[34]
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J. Tomás Lázaro.
Some words about the application of Tchebycheff systems to weak
Hilbert's 16th problem.
In Acosta-Humánez and Marcellán [4], pages
119-128.
[ DOI |
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[35]
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Xuemei Li and Rafael de la Llave.
Convergence of differentiable functions on closed sets and remarks on
the proofs of the “converse approximation lemmas”.
Discrete Contin. Dyn. Syst. Ser. S, 3(4):623-641, 2010.
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[36]
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Rafael de la Llave and Enrico Valdinoci.
Ground states and critical points for Aubry-Mather theory in
statistical mechanics.
J. Nonlinear Sci., 20(2):153-218, 2010.
[ DOI |
MR ]
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[37]
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Rafael de la Llave and Alistair Windsor.
Livšic theorems for non-commutative groups including
diffeomorphism groups and results on the existence of conformal structures
for Anosov systems.
Ergodic Theory Dynam. Systems, 30(4):1055-1100, 2010.
[ DOI |
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[38]
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A. Luque.
Analytic and numerical tools for the study of quasi-periodic
motions in Hamiltonian systems.
PhD thesis, Univ. Politècnica de Catalunya, January 2010.
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[39]
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J.M. Mateo-Sanz, A. Solanas, D. Puigjaner, and C. Olivé.
Refining statistical problems: A hybrid problem-based learning
methodology to improve students' motivation.
Int. J. Engng. Educ., 26(3):667-680, 2010.
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[40]
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Juan J. Morales-Ruiz and Jean-Pierre Ramis.
Integrability of dynamical systems through differential Galois
theory: a practical guide.
In Acosta-Humánez and Marcellán [4], pages
143-220.
[ DOI |
MR ]
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[41]
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Marco Tantardini, Elena Fantino, Yuan Ren, Pierpaolo Pergola, Gerard Gómez,
and Josep J. Masdemont.
Spacecraft trajectories to the L3 point of the Sun-Earth
three-body problem.
Celestial Mech. Dynam. Astronom., 108(3):215-232, 2010.
[ DOI |
MR ]
|