Mario I Molina
Affiliations: | University of Chile, Santiago, Región Metropolitana, Chile |
Area:
condensed matter physics, nonlinear opticsGoogle:
"Mario Molina"Mean distance: (not calculated yet)
Parents
Sign in to add mentordaniel c mattis | grad student | University of Utah | |
George P. Tsironis | post-doc | 1991-1994 | University of North Texas |
Children
Sign in to add traineecarlos bustamante | grad student | University of Chile | |
francisco castro | grad student | University of Chile | |
maria l. l. | grad student | University of Chile | |
alejandro martinez | grad student | University of Chile | |
uta naether | grad student | University of Chile | |
rodrigo vicencio | grad student | University of Chile | |
julian armijo | post-doc | University of Chile | |
julio yanez | post-doc | University of Chile |
Collaborators
Sign in to add collaboratorYuri S Kivshar | collaborator | ||
George P. Tsironis | collaborator | ||
rodrigo vicencio | collaborator |
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Publications
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Molina MI. (2021) Fractional nonlinear electrical lattice. Physical Review. E. 104: 024219 |
Molina MI. (2021) The fractional nonlinear [Formula: see text] dimer. Scientific Reports. 11: 10044 |
Mejía-Cortés C, Castillo-Barake J, Molina MI. (2020) Localized vortex beams in anisotropic Lieb lattices. Optics Letters. 45: 3569-3572 |
Rivas D, Molina MI. (2020) Seltrapping in flat band lattices with nonlinear disorder. Scientific Reports. 10: 5229 |
Molina MI. (2020) Discrete embedded modes in the continuum in 2D lattices Physics Letters A. 384: 126704 |
Molina MI. (2020) The fractional discrete nonlinear Schrödinger equation Physics Letters A. 384: 126180 |
Mejía-Cortés C, Cardona JC, Sukhorukov AA, et al. (2019) Nonlinear optical lattices with a void impurity. Physical Review. E. 100: 042214 |
Munoz F, Pinilla F, Mella J, et al. (2018) Topological properties of a bipartite lattice of domain wall states. Scientific Reports. 8: 17330 |
Savin A, Kivshar YS, Molina MI. (2018) Disorder-free weak dynamic localization in deformable lattices. Journal of Physics. Condensed Matter : An Institute of Physics Journal |
Molina MI. (2018) Solitons in a modified discrete nonlinear Schrödinger equation. Scientific Reports. 8: 2186 |