Perfil (CV) del personal docente investigador

Vilariño Fernández, Silvia
Área: Área de Matemáticas, Estadística e Investigación Operativa
Centro: Centro Universitario de la Defensa

Research Institute: INSTITUTO UNIVERSITARIO DE MATEMÁTICAS Y APLICACIONES (IUMA)
Grupo: ANÁLISIS Y FÍSICA MATEMÁTICA

Tramos de investigación
  • ACPUA. 23/05/17
  • ACPUA. 25/04/12
Categoría profesional: Profesor Contratado Doctor
Página web: http://cud.unizar.es/svilarino
ORCID: 0000-0003-0404-1427
 
       

Artículos

  • Gracia, X; de Lucas, J; Munoz-Lecanda, M.C; Vilarino, S. Multisymplectic structures and invariant tensors for Lie systems. JOURNAL OF PHYSICS A-MATHEMATICAL AND THEORETICAL. 2019

  • de Léon, M.; Prieto-Martinez, P.D.; Ro¿an-Roy, N.; Vilariño, S. Hamilton-Jacobi theory in multisymplectic classical field theories. JOURNAL OF MATHEMATICAL PHYSICS. 2017

  • de Lucas, Javier; Tobolski, Mariusz;Vilariño Fernández, Silvia. Geometry of Riccati equations over normed division algebras. JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS. 2016

  • Búa, L.;Bucataru, I.;León, M. D.;Salgado, M.;Vilariño, S. Symmetries in Lagrangian Field Theory. REPORTS ON MATHEMATICAL PHYSICS. 2015

  • de Lucas, J.; Tobolski, M.; Vilariño, S. A new application of k-symplectic Lie systems. INTERNATIONAL JOURNAL OF GEOMETRIC METHODS IN MODERN PHYSICS. 2015

  • de Lucas,J.; Vilariño,S. K-Symplectic Lie systems: Theory and applications. JOURNAL OF DIFFERENTIAL EQUATIONS. 2015

  • Marrero, Juan Carlos.; Romay-Roy, Narciso; Salgado, Modesto; Vilariño Fernández, Silvia. Reduction of polysymplectic manifolds. JOURNAL OF PHYSICS A-MATHEMATICAL AND THEORETICAL. 2015

  • de León, M.; Vilariño, S. Hamilton-Jacobi theory in k-cosymplectic field theories. INTERNATIONAL JOURNAL OF GEOMETRIC METHODS IN MODERN PHYSICS. 2014

  • de León, M.; Vilariño, S. Lagrangian submanifolds in k-symplectic settings. MONATSHEFTE FUR MATHEMATIK. 2013

  • Román-Roy, N.; Salgado, M.; Vilariño, S. Higher-order Noether symmetries in k-Symplectic Hamiltonian field theory. INTERNATIONAL JOURNAL OF GEOMETRIC METHODS IN MODERN PHYSICS. 2013

  • Rey, A.M.; Román-Roy, N.; Salgado, M.; Vilariño, S. K-cosymplectic classical field theories: Tulckzyjew and Skinner-Rusk formulations. MATHEMATICAL PHYSICS ANALYSIS AND GEOMETRY. 2012

  • Rey, A.M.; Román-Roy, N.; Salgado, M.; Vilariño, S. On the k-symplectic, k-cosymplectic and multisymplectic formalism of classical field theories. JOURNAL OF GEOMETRIC MECHANICS. 2011

  • Román-Roy, N.; Salgado, M.; Vilariño, S. SOPDES and nonlinear connections. PUBLICATIONES MATHEMATICAE-DEBRECEN. 2011

  • Marrero, J.C.; Román-Roy, N.; Salgado, M.; Vilariño, S. On a kind of Noether symmetries and conservation laws in k-cosymplectic field theory. JOURNAL OF MATHEMATICAL PHYSICS. 2011

  • Martín de Diego, D.; Vilariño, S. Reduced Classical Field Theories. K-cosymplectic formalism on Lie algebroids. JOURNAL OF PHYSICS A-MATHEMATICAL AND THEORETICAL. 2010

  • de León, M.; Martín de Diego, D.;Marrero, J.C.; Salgado, M.; Vilariño, S. Hamilton-Jacobi theory in k-symplectic field theories. INTERNATIONAL JOURNAL OF GEOMETRIC METHODS IN MODERN PHYSICS. 2010

  • Muñoz-Lecanda, M.; Salgado, M.; Vilariño, S. K-symplectic and k-cosymplectic Lagrangian field theories: some interesting examples and applications. INTERNATIONAL JOURNAL OF GEOMETRIC METHODS IN MODERN PHYSICS. 2010

  • de León, M.; Martín de Diego, D.; Salgado, M.; Vilariño, S. k-symplectic formalism on Lie algebroids. JOURNAL OF PHYSICS A-MATHEMATICAL AND THEORETICAL. 2009

  • de León, M.; Martín de Diego, D.; Salgado, M.; Vilariño, S. Nonholonomic constraints in k-symplectic formalism of field theory. INTERNATIONAL JOURNAL OF GEOMETRIC METHODS IN MODERN PHYSICS. 2008

  • Román Roy, N.; Salgado, M.; Vilariño, S. Symmetries and conservation laws in the Günther k-symplectic formalism of field theory. REVIEWS IN MATHEMATICAL PHYSICS. 2007

  • Muñoz Lecanda, M.; Salgado, M.; Vilariño, S. Nonstandard connections in k-cosymplectic field theory. JOURNAL OF MATHEMATICAL PHYSICS. 2005

Libros

  • Nuevas aportaciones al estudio de los formalismos k-simpléctico y k-cosimpléctico (edición electrónica). Vilariño Fernández, S. 2009

  • Nuevas aportaciones al estudio de los formalismos k-simpléctico y k-cosimpléctico. Vilariño Fernández, S. 2009

Capítulos

  • Symmetries, Noether's Theorem and reduction in k-cosymplectic field theories. Marrero, J:C:; Román-Roy, N.;Salgado, M.; Vilariño, S. XVIII INTERNATIONAL FALL WORKSHOP ON GEOMETRY AND PHYSICS (AIP CONFERENCE PROCEEDINGS: MATHEMATICAL AND STATISTICAL PHSYICS). 2010

  • Lie-algebroid formulation of k-cosymplectic field theories. Román-Roy, N.; Salgado, M.; Vilariño, S. GEOMETRY AND PHYSICS: XVII INTERNATIONAL FALL WORKSHOP. 2009

  • Symmetries in k-symplectic field theories. Román-Roy, N.; Salgado, M.; Vilariño, S. GEOMETRY AND PHYSICS: XVI INTERNATIONAL FALL WORKSHOP. 2008



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