Publicaciones científicas
Publicaciones:
- Kirillov's Conjecture and D-modules (con Y. Laurent), ArXiv:mathRT/0910.2900.
- Self adjoint representations of braid groups (con C. Egea), ArXiv: mathRT/0908.4423.
- Parametrization of representations of the braid group (con C. Egea), ArXiv: mathRT/0904.0491.
- Some irreducible representations of the braid group B n of dimension greater than n (con C. Egea), Journal of Knot theory and ist ramifications, aceptado en Journal of Knot Theory and Its Ramifications.
- Weighted Vogan diagrams associated to real nilpotent orbits, “New Developments in Lie Theory and Geometry´´, Contemporary Mathematics of AMS Vol. 491, editores C. Gordon et al. (2009)
- Comparison theorem and geometric realization of representations (con Tim Bratten), Actas del VIII Congreso Dr. Antonio Monteiro (2005), 3-23.
- Charge conjugation in representions of the infinite Fermi and Clifford algebras (con A. Kaplan y L. Saal), Letters of Mathematical Physics 72 (2005), 65-77.
- Spinor types in infinite dimensions (con A. Kaplan y L. Saal), Journal of Lie Theory 15 (2005), 457-495 .*
- D-modules and chararters of semi simple Lie groups (con Y. Laurent), Duke Mathematical Journal 123 (2004), no. 2, 265–309.*
- On unitary representations of nilpotent gauge groups (con A. Kaplan), Communications on Mathematical Physics 236 (2003), 187-198.
- The oscilator representation and groups of Heisenberg type (con A. Kaplan y F. Levstein), Communications on Mathematical Physics 210 (2000), 309-321.
- Compatibility between the induced character formula and a geometric character formula , "Geometry and Representation Theory of Real and p-adic Lie Groups" , editores D. Vogan y J. Wolf, editorial Bikhauser, 1998, 45-56.*
- SL(2,R)-module structure of eigenspaces of the Casimir operator (con J. Vargas), Revista de la Unión Matemática Argentina, vol. 40 núm. 1-2 (1996), 169-189.
- Eigenvalues and eigenspaces for the twisted Dirac operator over SU(n, 1) and Spin(2n,1) (con J. Vargas) Transactions of AMS 345 (1994),97-113.*
- Espectro del operador de Dirac en SL(2, R) (con J. Vargas) Trabajos de Matemática, Serie B, No. 5/90. FAMAF, Univ. Nac. de Córdoba.
* Más importantes.