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Carlos Florentino
Investigação
Publicações
- Artigos Científicos:
- C. Florentino and S. Lawton, "Singularities of free group
character varieties", Preprint 2009 (arxiv-math/0907.4720)
- T. Baier, C. Florentino, J. Mourão and J. P. Nunes,
"Large complex structure limits,
quantization and tropical amoebas on toric varieties",
Preprint (arxiv-math/0806.0606).
- C. Florentino and S. Lawton,
"The topology of moduli spaces of free group representations",
Math. Annalen 345 (2009) 453-489. (arxiv-math/0807.3317).
- C. Florentino,
"Simultaneous similarity and triangularization of sets of 2 by 2 matrices",
Lin. Alg. and Applications 431 (2009) 1652-1674.
(arxiv-math/0809.3032).
- C. Florentino,
"Invariants of 2 by 2 matrices, irreducible SL(2,C) characters and the
Magnus trace map", Geom. Dedicata 121 (2006) 167-186.
- C. Florentino, J.
Mourão e J. P. Nunes, "Theta
functions, geometric quantization and
unitary Schottky bundles", in
The Geometry of Riemann Surfaces and Abelian Varieties, Contemp. Math.
397 (2006) 55-72.
- C. Florentino, P. Matias, J.
Mourão e J. P. Nunes,
"On the BKS pairing for Kähler quantizations of the cotangent
bundle of a Lie group", J. Funct. Anal. 234 (2006) 180-198.
- C. Florentino, P. Matias, J.
Mourão e J. P. Nunes, "
Geometric quantization, complex structures and the coherent state
transform", J. Funct. Anal. 221, no.2 (2005)
303-322. (math.DG/0402313)
- C. Florentino, J.
Mourão e J. P. Nunes, "Coherent
state
transforms and Theta Functions", Proc. of
Steklov Inst. of Math. 246 (2004) 283-302. (dedicado a A. N. Tyurin).
- C. Florentino, J.
Mourão e J. P. Nunes, "Coherent
state
transforms and Vector Bundles on Elliptic Curves" ,
J. Funct. Anal., 204, no.2 (2003) 355-398.
(math.AG/0206269)
- C. Florentino, J.
Mourão e J. P. Nunes, "Coherent
state
transforms and Abelian Varieties" , Jour. Funct. Analysis, 192, no.
2, (2002) 410-424.
- C. Florentino, "Schottky
uniformization
and vector bundles over Riemann surfaces" Manuscripta Math.
105, no.1, (2001), 69-83
(preprint math.DG/0104211).
(Uma superfície de Riemann de género 4 !)
(Sim, claro... É um sólido de Keppler-Poinsot)
Orientação (ou
co-orientação) de teses de mestrado
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