dr. G.R. (Gil) Cavalcanti
Gegenereerd op 2018-09-20 04:44:41


This is a rarely updated and incomplete version of my personal webpage that the university was kind enough to create for me.

My area of research is differential geometry. The particular objects I work with are generalized complex structures. These were introduced by Nigel Hitchin in 2002 and are a simultaneous generalization of complex and symplectic structures. They are also physically relevant, as several objects which appear naturally in string theory arise naturally in the generalized complex world.

I am one of the organizers of the quarterly G&T seminar as well as the GQT colloquium.

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A list of all my publications with links to pdf versions of the papers is available from my research page.  You can also find all my research papers in Google Schoolar and most of them are also available from the ArXiv

Alle publicaties
  2017 - Wetenschappelijke publicaties
Cavalcanti, Gil R. (2017). Examples and counter-examples of log-symplectic manifolds. Journal of Topology, 10 (1), (pp. 1-21) (21 p.).
Bailey, Michael, Cavalcanti, Gil R R. & Gualtieri, Marco (01-10-2017). Type one generalized Calabi–Yaus. Journal of Geometry and Physics, 120, (pp. 89-95) (7 p.).
  2016 - Wetenschappelijke publicaties
Bailey, Michael, Cavalcanti, Gil R. & Duran, Joey van der Leer (05-02-2016). Blow-ups in generalized complex geometry. Transactions of the American Mathematical Society 16 pages.
  2015 - Wetenschappelijke publicaties
Bursztyn, Henrique, Gualtieri, Marco & Cavalcanti, Gil R. (2015). Generalized Kähler Geometry of Instanton Moduli Spaces. Communications in Mathematical Physics, 333 (2), (pp. 831-860) (30 p.).
  2014 - Wetenschappelijke publicaties
Cavalcanti, Gil (2014). Goto’s generalized Kähler stability theorem. Indagationes Mathematicae, 25 (5), (pp. 948-956) (8 p.).
  2011 - Wetenschappelijke publicaties
Cavalcanti, G.R. & Gualtieri, M. (2011). Blowing up generalized Kähler 4-manifolds. Bulletin of the Brazilian Mathematical Society, 42 (4), (pp. 537-557) (21 p.).
  2010 - Wetenschappelijke publicaties
Cavalcanti, G.R. & Gualtieri, M. (2010). Generalized complex geometry and T-duality. In Peter Robert Kotiuga (Eds.), A celebration of the mathematical legacy of Raoul Bott (pp. 341-365) (25 p.). Providence, R.I.: American Mathematical Society.
  2009 - Wetenschappelijke publicaties
Cavalcanti, G.R. & Gualtieri, M. (2009). Blow-up of generalized complex 4-manifolds. Journal of Topology, 2 (4), (pp. 840-864) (25 p.).
  2008 - Wetenschappelijke publicaties
Bursztyn, H., Cavalcanti, G.R. & Gualtieri, M. (2008). Generalized Kähler and hyper Kähler quotients. In G Dito, J.H. Lu, Y. Maeda & A. Weinstein (Eds.), Poisson Geometry in mathematics and physics (pp. 61-77) (17 p.). Providence, RI, USA: American Mathematical Society.
Cavalcanti, G.R., Fernandez, M. & Munoz, V. (2008). Symplectic resolutions, Lefschetz property and formality. Advances in Mathematics, 218 (2), (pp. 576-599) (24 p.).
  2007 - Wetenschappelijke publicaties
Cavalcanti, G.R., Fernandez, M. & Munoz, V. (05-09-2007). On nonformality of a simply-connected symplectic 8-manifold. In R.L. Fernandes & R. Picken (Eds.), Geometry and Physics: XVI International Fall Workshop (pp. 82-92) (11 p.). Melville, NY, USA: Springer, XVI International Fall Workshop on Geometry and Physics, Lisboa, Portugal.
Bursztyn, H., Cavalcanti, G.R. & Gualtieri, M. (2007). Reduction of Courant algebroids and generalized complex structures. Advances in Mathematics, 211 (2), (pp. 726-765) (40 p.).
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Utrecht Geometry Centre
01-09-2014 tot 31-08-2020
Algemene projectbeschrijving 

Graduate School subsidie van NWO voor 4 promovendi in een selectief programma in Meetkunde.

Rol: Uitvoerder Financiering
2e geldstroom - NWO: NWO

Gegenereerd op 2018-09-20 04:44:41
Volledige naam
dr. G.R. Cavalcanti Contactgegevens
Hans Freudenthalgebouw

Budapestlaan 6a
Kamer 607

Telefoonnummer direct 030 253 1512
Mobiel 06 15 379 484
Gegenereerd op 2018-09-20 04:44:41
Laatst bijgewerkt op 25-09-2012