Jordi-Lluís Figueras
Senior Lecturer/Associate Professor at Department of Mathematics; Academic staff
- Telephone:
- +46 18 471 33 16
- E-mail:
- Jordi-Lluis.Figueras@math.uu.se
- Visiting address:
- Ångströmlaboratoriet, Regementsvägen 10
- Postal address:
- Box 480
751 06 UPPSALA
Download contact information for Jordi-Lluís Figueras at Department of Mathematics; Academic staff
Senior Lecturer/Associate Professor at Department of Mathematics; Dynamical Systems and Number Theory
- Telephone:
- +46 18 471 33 16
- E-mail:
- jordi-lluis.figueras@math.uu.se
- Visiting address:
- Ångströmlaboratoriet, Regementsvägen 10
- Postal address:
- Box 480
751 06 UPPSALA
Publications
Recent publications
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Extended Kalman Filtering on Stiefel Manifolds
Part of Frontiers in signal processing, 2026
- DOI for Extended Kalman Filtering on Stiefel Manifolds
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Computer validation of open gaps for the almost Mathieu operator with critical coupling
Part of Communications in nonlinear science & numerical simulation, 2026
- DOI for Computer validation of open gaps for the almost Mathieu operator with critical coupling
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On parameter estimation for N(μ,σ2I3) based on projected data into S2
Part of Modern Stochastics: Theory and Applications, p. 407-431, 2025
- DOI for On parameter estimation for N(μ,σ2I3) based on projected data into S2
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A parametrization algorithm to compute lower dimensional elliptic tori in Hamiltonian systems
Part of Nonlinearity, 2025
- DOI for A parametrization algorithm to compute lower dimensional elliptic tori in Hamiltonian systems
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Part of Journal of nonlinear science, 2025
- DOI for Sun-Jupiter-Saturn System May Exist: A Verified Computation of Quasiperiodic Solutions for the Planar Three-Body Problem
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All publications
Articles in journal
-
Extended Kalman Filtering on Stiefel Manifolds
Part of Frontiers in signal processing, 2026
- DOI for Extended Kalman Filtering on Stiefel Manifolds
- Download full text (pdf) of Extended Kalman Filtering on Stiefel Manifolds
-
Computer validation of open gaps for the almost Mathieu operator with critical coupling
Part of Communications in nonlinear science & numerical simulation, 2026
- DOI for Computer validation of open gaps for the almost Mathieu operator with critical coupling
- Download full text (pdf) of Computer validation of open gaps for the almost Mathieu operator with critical coupling
-
On parameter estimation for N(μ,σ2I3) based on projected data into S2
Part of Modern Stochastics: Theory and Applications, p. 407-431, 2025
- DOI for On parameter estimation for N(μ,σ2I3) based on projected data into S2
- Download full text (pdf) of On parameter estimation for N(μ,σ2I3) based on projected data into S2
-
A parametrization algorithm to compute lower dimensional elliptic tori in Hamiltonian systems
Part of Nonlinearity, 2025
- DOI for A parametrization algorithm to compute lower dimensional elliptic tori in Hamiltonian systems
- Download full text (pdf) of A parametrization algorithm to compute lower dimensional elliptic tori in Hamiltonian systems
-
Part of Journal of nonlinear science, 2025
- DOI for Sun-Jupiter-Saturn System May Exist: A Verified Computation of Quasiperiodic Solutions for the Planar Three-Body Problem
- Download full text (pdf) of Sun-Jupiter-Saturn System May Exist: A Verified Computation of Quasiperiodic Solutions for the Planar Three-Body Problem
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The Number of Relative Equilibria in the PCR4BP
Part of Journal of Dynamics and Differential Equations, p. 2827-2877, 2024
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Part of Physica D, 2024
- DOI for A modified parameterization method for invariant Lagrangian tori for partially integrable Hamiltonian systems
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Part of Discrete and Continuous Dynamical Systems, p. 4519-4531, 2020
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Part of Nonlinearity, p. 5573-5588, 2018
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On the sharpness of the Rüssmann estimates
Part of Communications in nonlinear science & numerical simulation, p. 42-55, 2018
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Part of SIAM Journal on Applied Dynamical Systems, p. 1070-1088, 2017
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Part of SIAM Journal on Applied Dynamical Systems, p. 834-852, 2017
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Rigorous Computer-Assisted Application of KAM Theory: A Modern Approach
Part of Foundations of Computational Mathematics, p. 1123-1193, 2017
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A note on the fractalization of saddle invariant curves in quasiperiodic systems
Part of Discrete and Continuous Dynamical Systems. Series S, p. 1095-1107, 2016
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Different scenarios for hyperbolicity breakdown in quasiperiodic area preserving twist maps
Part of Chaos, 2015
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Computer-assisted techniques for the verification of the Chebyshev property of Abelian integrals
Part of Journal of Differential Equations, p. 3647-3663, 2013
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Triple Collisions Of Invariant Bundles
Part of Discrete and continuous dynamical systems. Series B, p. 2069-2082, 2013
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Collision of invariant bundles of quasi-periodic attractors in the dissipative standard map
Part of Chaos, 2012