J. Villanueva

发表

On the normal behaviour of partially elliptic lower-dimensional tori of Hamiltonian systems

A. Jorba, J. Villanueva, À. Jorba, 1997 .

KAM theory without action-angle variables

R. Llave, A. Jorba, J. Villanueva, 2005 .

A numerical method for computing initial conditions of Lagrngian 1 invariant tori ∗

J. Villanueva, A. Luque, 2015 .

A numerical method for computing initial conditions of Lagrangian invariant tori using the frequency map

J. Villanueva, A. Luque, 2016 .

Effective Stability Around Periodic Orbits of the Spatial RTBP

J. Villanueva, À. Jorba, 1999 .

Numerical computation of rotation numbers of quasi-periodic planar curves

J. Villanueva, A. Luque, 2009 .

Numerical computation of the asymptotic size of the rotation domain for the Arnold family

J. Villanueva, T. Seara, 2009 .

Kolmogorov–Arnold–Moser aspects of the periodic Hamiltonian Hopf bifurcation

J. Villanueva, M. Ollé, J. R. Pacha, 2008 .

Hamiltonian quasiperiodic Hopf bifurcation: KAM aspects

J. Villanueva, M. Ollé, 2005 .

On the Persistence of Lower Dimensional Invariant Tori under Quasi-Periodic Perturbations

Àngel Jorba, Jordi Villanueva, J. Villanueva, 1997 .

Numerical computation of normal forms around some periodic orbits of the restricted three-body problem

Àngel Jorba, Jordi Villanueva, J. Villanueva, 1998 .

Computation of derivatives of the rotation number for parametric families of circle diffeomorphisms

J. Villanueva, A. Luque, 2008 .

A KAM theorem without action-angle variables for elliptic lower dimensional tori

J. Villanueva, A. Luque, 2011 .

A New Approach to the Parameterization Method for Lagrangian Tori of Hamiltonian Systems

J. Villanueva, 2017, J. Nonlinear Sci..

Quasi-Periodic Frequency Analysis Using Averaging-Extrapolation Methods

Alejandro Luque, Jordi Villanueva, J. Villanueva, 2014, SIAM J. Appl. Dyn. Syst..

Normal-internal resonances in quasi-periodically forced oscillators: a conservative approach

H. Broer, F. Wagener, J. Villanueva, 2003 .

The Fine Geometry of the Cantor Families of Invariant Tori in Hamiltonian Systems

J. Villanueva, À. Jorba, 2001 .

Eeective Reducibility of Quasiperiodic Linear Equations Close to Constant Coeecients

J. Villanueva, À. Jorba, Rafael Ram rez-Ros, 2007 .

Effective reducibility of quasi-periodic linear equations close to constant coefficients

J. Villanueva, À. Jorba, R. Ramírez-Ros, 1997 .

On the numerical computation of Diophantine rotation numbers of analytic circle maps

T. M. Seara, J. Villanueva, T. Seara, 2006 .

Kolmogorov Theorem revisited

J. Villanueva, 2008 .

Dynamics and Bifurcation Near the Transition from Stability to Complex Instability

J. Villanueva, M. Ollé, J. Pacha, 2004 .

Asymptotic behaviour of the domain of analyticity of invariant curves of the standard map

Tere M. Seara, T. M. Seara, Jordi Villanueva, 2000 .

Asymptotic Behavior of the Domain ofAnalyticity of Invariant Curves of theStandard

J. Villanueva, MapTere M. Seara, 2007 .

A Parameterization Method for Lagrangian Tori of Exact Symplectic Maps of R2r

Jordi Villanueva, J. Villanueva, 2018, SIAM J. Appl. Dyn. Syst..

Quantitative estimates on the normal form around a non-semi-simple 1:−1 resonant periodic orbit

J. Villanueva, M. Ollé, J. R. Pacha, 2005 .

On the quantities estimates of the remainder in normal forms

J. Villanueva, M. Ollé, J. R. Pacha, 2003 .

Motion close to the Hopf Bifurcation Of the vertical family of periodic orbits of L4

J. Villanueva, M. Ollé, J. Pacha, 2004 .