Lie symmetries for Lie systems: Applications to systems of ODEs and PDEs. - Pilar G. Estévez; Francisco Jose Herranz; Javier de Lucas; Cristina Sardón (Appl. Math. Comput., 2016)

Darboux Families and the Classification of Real Four-Dimensional Indecomposable Coboundary Lie Bialgebras. - Javier de Lucas; Daniel Wysocki (Symmetry, 2021)

Measurement, Validation and Uncertainty of an Experimental Procedure to Characterize the Size-of-Source Effect of Radiation Thermometers, in the Framework of an Industrial Calibration Laboratory. - Javier de Lucas (Sensors, 2022)

Geometry preserving numerical methods for physical systems with finite-dimensional Lie algebras. - Luis Blanco Díaz; Fernando Jiménez Alburquerque; Javier de Lucas; Cristina Sardón (CoRR, 2023)

Geometric Numerical Methods for Lie Systems and Their Application in Optimal Control. - Luis Blanco Díaz; Cristina Sardón; Fernando Jiménez Alburquerque; Javier de Lucas (Symmetry, 2023)

Decomposing Euler-Poincaré Flow on the Space of Hamiltonian Vector Fields. - Ogul Esen; Javier de Lucas; Cristina Sardon Muñoz; Marcin Zajac (Symmetry, 2023)

Geometry-Preserving Numerical Methods for Physical Systems with Finite-Dimensional Lie Algebras. - L. Blanco; Fernando Jiménez; Javier de Lucas; Cristina Sardón (J. Nonlinear Sci., 2024)

An Energy-Momentum Method for Ordinary Differential Equations with an Underlying k-Polysymplectic Manifold. - Leonardo Colombo; Javier de Lucas; Xavier Rivas; Bartosz M. Zawora (J. Nonlinear Sci., 2025)