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Members

Marrero, Juan Carlos

Departamento de Matemática Fundamental
Universidad de La Laguna
38071 La Laguna
Canary Islands, Spain 

jcmarrer@ull.es
Research Interest

Differential Geometry
Geometric Mechanics
Poisson and Jacobi Geometry
Lie algebroids Theory 
Lie groupoids
Classical Field Theories
 

PDF icon CVNJC.pdf

Where am I

Papers and preprints
Title Authors Journal Volume Año Pages Link
A NEW GEOMETRIC SETTING FOR CLASSICAL FIELD THEORIES M. DE LEÓN, J.C. MARRERO, D. MARTÍN DE DIEGO  BANACH CENTER PUB.     59 2003 189-209 Link
NAMBU-POISSON STRUCTURES AND COMPATIBLE PAIRS OF LEIBNIZ ALGEBROIDS E. PADRÓN, D. SOSA PUBL. RSME 7 2003 229-234
Jacobi groupoids and generalized Lie bialgebroids D. Iglesias Ponte, J.C. Marrero J. Geom. Phys. 48 2003 385-425
JACOBI GROUPOIDS AND GENERALIZED LIE BIALGEBROIDS D. IGLESIAS, J.C. MARRERO  J. GEOM. AND PHYS.     48 2003 385-425 Link
GENERALIZED LIE BIALGEBROIDS AND STRONG JACOBI-NIJENHUIS STRUCTURES D. IGLESIAS, J.C. MARRERO  EXTRACTA MATHEMATICAE     17 2002 259-271 Link
Energy and volume of unit vector fields on three-dimensional Riemannian manifolds J. C. González-Dávila, L. Vanhecke Differ. Geom. Appl. 16 2002 225-244
Lie algebroid foliations and ${cal E}^1(M)$-Dirac structures D. Iglesias Ponte, J.C. Marrero J. Phys. A: Math. Gen. 35 2002 4085-4101
SINGULAR LAGRANGIAN SYSTEMS ON JET BUNDLES ): M. DE LEÓN, J. MARÍN-SOLANO, M.C. MUÑOZ-LECANDA, J.C. MARRERO, N. ROMÁN-ROY FORTSCHR. PHYS. 50 2002 105-169 Link
Generalized Lie bialgebroids and Strong Jacobi-Nijenhuis structures D. Iglesias Ponte, J.C. Marrero Extracta Mathematicae 17 2002 259-271
Invariant harmonic unit vector fields on Lie groups J. C. González-Dávila, L. Vanhecke Bolletino U. M. I. (8) 5-B 2002 377-403

Pages

Books
Talks
Title Authors Place Año Archivo
LIE ALGEBROIDS ON VECTORS AND AFFINE BUNDLES E. PADRÓN MAT.ES2005 (SESION “ALGEBRA, GEOMETRÍA Y FÍSICA”) VALENCIA 2005
TULCZYJEW’S TRIPLE ASSOCIATED WITH A LIE AFFGEBROID AND A HAMILTONIAN SECTION J.C. MARRERO, D. SOSA XIII FALL WORKSHOP ON GEOMETRY AND PHYSICS 2004
COMPATIBILITY BETWEEN LIE AFFGEBROID AND AFFINE JACOBI STRUCTURES ON AN AFFINE BUNDLE D. IGLESIAS, J.C. MARRERO, E. PADRÓN, D. SOSA XIII FALL WORKSHOP ON GEOMETRY AND PHYSICS, MURCIA 2004
On the universal lifting theorem D. Iglesias Geometry and Physics II 2004
COMPATIBILITY BETWEEN AFFINE JACOBI AND LIE AFFGEBROID STRUCTURES ON AN AFFINE BUNDLE D. IGLESIAS, J.C. MARRERO, E. PADRÓN, D. SOSA XIII FALL WORKSHOP ON GEOMETRY AND PHYSICS 2004
TULCZYJEW’S TRIPLE ASSOCIATED WITH A LIE AFFGEBROID AND A HAMILTONIAN SECTION J.C. MARRERO XII FALL WORKSHOP ON GEOMETRY AND PHYSICS, MURCIA 2004
Courant algebroids and Dirac structures D. Iglesias 18th International Workshop on differential geometric methods in theoretical mechanics 2003
NAMBU-POISSON STRUCTURES AND COMPATIBLE PAIRS OF LEIBNIZ ALGEBROIDS E. PADRÓN, D. SOSA XII FALL WORKSHOP ON GEOMETRY AND PHYSICS, COIMBRA (PORTUGAL) 2003
Multiplicative multivector fields on Lie groupoids D. Iglesias XII Fall Workshop on Geometry and Physics 2003
NAMBU-POISSON STRUCTURES AND COMPATIBLE PAIRS OF LEIBNIZ ALGEBROIDS E. PADRÓN, D. SOSA XII FALL WORKSHOP ON GEOMETRY AND PHYSICS, COIMBRA (PORTUGAL) 2003

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