[1]
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E.M. Alessi, J.J. Masdemont, and A. Rossi.
Editorial: The Earth--Moon system as a dynamical laboratory.
Frontiers in Astronomy and Space Science, 6:1--2, 2019.
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[2]
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M. Alvarez-Ramírez, E. Barrabés, M. Medina, and M. Ollé.
Ejection-collision orbits in the symmetric collinear four-body
problem.
Commun. Nonlinear Sci. Numer. Simul., 71:82--100, 2019.
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[3]
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Esther Barrabés and Mercè Ollé.
Dinàmica de varietats espacials: les autopistes de l'univers.
Butl. Soc. Catalana Mat., 34(2):97--123, 2019.
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[4]
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E. Bossolini, J.T. Lázaro, and J.M. Olm, editors.
An Introduction to Piecewise Smooth Dynamics (by P.
Glendinning and M.R. Jeffrey).
Advanced Courses in Mathematics -- CRM Barcelona. Springer, 2019.
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[5]
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Roisin Braddell, Amadeu Delshams, Eva Miranda, Cédric Oms, and Arnau
Planas.
An invitation to singular symplectic geometry.
Int. J. Geom. Methods Mod. Phys., 16(suppl. 1):1940008, 16,
2019.
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[6]
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J. Chen, J.J. Masdemont, G. Gómez, and J. Yuan.
Jet transport-based nonlinear state and parameter estimation for
geostationay spacecraft.
Acta Astronaut., 164:321--333, 2019.
[ DOI ]
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[7]
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Anton Chizhov, Fabien Campillo, Mathieu Desroches, Antoni Guillamon, and
Serafim Rodrigues.
Conductance-based refractory density approach for a population of
bursting neurons.
Bull. Math. Biol., 81(10):4124--4143, 2019.
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[8]
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Colin Christopher, Jaume Llibre, Chara Pantazi, and Sebastian Walcher.
On planar polynomial vector fields with elementary first integrals.
J. Differential Equations, 267(8):4572--4588, 2019.
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[9]
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Amadeu Delshams, Vadim Kaloshin, Abraham de la Rosa, and Tere M. Seara.
Global instability in the restricted planar elliptic three body
problem.
Comm. Math. Phys., 366(3):1173--1228, 2019.
[ DOI ]
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[10]
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A. Farrés, G. Gómez, J.J. Masdemont, C. Webster, and D.C. Folta.
The geometry of station-keeping strategies around libration point
orbits.
In 70th International Astronautical Congress 2019, pages 1--12.
IAC Papers Archive, 2019.
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[11]
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Joan Fornés, J. Tomás Lázaro, Tomás Alarcón, Santiago F.
Elena, and Josep Sardanyés.
Viral replication modes in single-peak fitness landscapes: a
dynamical systems analysis.
J. Theoret. Biol., 460:170--183, 2019.
[ DOI ]
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[12]
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Armengol Gasull, J. Tomás Lázaro, and Joan Torregrosa.
Rational parameterizations approach for solving equations in some
dynamical systems problems.
Qual. Theory Dyn. Syst., 18(2):583--602, 2019.
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[13]
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Albert Granados and Gemma Huguet.
Gluing and grazing bifurcations in periodically forced 2-dimensional
integrate-and-fire models.
Commun. Nonlinear Sci. Numer. Simul., 70:48--73, 2019.
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[14]
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Marcel Guardia, Zaher Hani, Emanuele Haus, Alberto Maspero, and Michela
Procesi.
A note on growth of Sobolev norms near quasiperiodic finite-gap
tori for the 2D cubic NLS equation.
Atti Accad. Naz. Lincei Rend. Lincei Mat. Appl.,
30(4):865--880, 2019.
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[15]
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Marcel Guardia, Vadim Kaloshin, and Jianlu Zhang.
Asymptotic density of collision orbits in the restricted circular
planar 3 body problem.
Arch. Ration. Mech. Anal., 233(2):799--836, 2019.
[ DOI ]
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[16]
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Guan Huang and Vadim Kaloshin.
On the finite dimensionality of integrable deformations of strictly
convex integrable billiard tables.
Mosc. Math. J., 19(2):307--327, 2019.
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[17]
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A. Korobeinikov, M. Caubergh, J.T. Lázaro, and J. Sardanyés, editors.
Extended Abstracts Spring 2018: Singularly Perturbed Systems,
Multiscale Phenomena and Hysteresis -- Theory and Applications, volume 11 of
Trends in Mathematics. Research Perspectives CRM Barcelona.
Birkhäuser Basel, 2019.
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[18]
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Rafael de la Llave and Florian Kogelbauer.
Global persistence of Lyapunov subcenter manifolds as spectral
submanifolds under dissipative perturbations.
SIAM J. Appl. Dyn. Syst., 18(4):2099--2142, 2019.
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[19]
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Rafael de la Llave and Yannick Sire.
An a posteriori KAM theorem for whiskered tori in Hamiltonian
partial differential equations with applications to some ill-posed equations.
Arch. Ration. Mech. Anal., 231(2):971--1044, 2019.
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[20]
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M. Ollé and J.R. Pacha.
How does the Hopf bifurcation appear in the hydrogen atom in a
circularly polarized (CP) microwave field?
In Korobeinikov et al. [17], pages
237--244.
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[21]
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A. Pérez-Cervera.
On the role of oscillatory dynamics in neural communication.
PhD thesis, Univ. Politècnica de Catalunya, April 2019.
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[22]
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Alberto Pérez-Cervera, Peter Ashwin, Gemma Huguet, Tere M. Seara, and James
Rankin.
The uncoupling limit of identical Hopf bifurcations with an
application to perceptual bistability.
J. Math. Neurosci., 9:Paper No. 7, 33, 2019.
[ DOI ]
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[23]
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Alberto Pérez-Cervera, Tere M-Seara, and Gemma Huguet.
A geometric approach to phase response curves and its numerical
computation through the parameterization method.
J. Nonlinear Sci., 29(6):2877--2910, 2019.
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[24]
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S. Soldini, J.J. Masdemont, and G. Gómez.
Dynamics of solar radiation pressure–assisted maneuvers between
Lissajous orbits.
J. Guid. Control Dyn., 42(4):769--793, 2019.
[ DOI ]
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[25]
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Xifeng Su and Rafael de la Llave.
On a remarkable example of F. Almgren and H. Federer in the
global theory of minimizing geodesics.
Discrete Contin. Dyn. Syst., 39(12):7057--7080, 2019.
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[26]
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B. Vidiella, J.T. Lázaro, Ll. Alsedà, and J. Sardanyés.
On dynamics and invariant sets in predator-prey maps.
In Dynamical Systems Theory. IntechOpen, 2019.
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[27]
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L. Yuying, G. Gómez, J.J. Masdemont, and X. Ming.
Stable regions of motion around a binary asteroid system.
J. Guid. Control Dyn., 42(11):2521--2531, 2019.
[ DOI ]
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