Students and Postdocs
Ph.D students supervision:
Current Ph.D. students:
Current Ph.D. students:
Roisin Braddell (Msc Padova-Bordeaux) has started her thesis on New geometrical and dynamical techniques for problems in Celestial Mechanics in 2017 under my co-supervision with Amadeu Delshams. She is contracted with my ICREA research project.
Robert Cardona will start his PhD thesis under my supervision in September 2018 with a BGSMath-FPI grant. The title of his thesis is "Singularities, integrable systems and foliations in Symplectic and Poisson Geometry".
Anastasia Matveeva (Msc Higher School of Economics, Moscow and Univ. Angers) will start her PhD thesis under my supervision in September 2018 with a La Caixa-BGSMath grant under the INPHINIT program. Her thesis will focus on the Interactions between symmetries and singularities in Geometry and Physics
Cédric Oms (Msc. Université Libre de Bruxelles), has started his Ph.D. on Global Hamiltonian Dynamics of singular symplectic manifolds under my supervision in September 2016. Our project "GLADYSS" is financed by the Luxembourg National Research Fund under the AFR scheme.
Arnau Planas (Msc. UPC), Ph.D on Symmetries and singularities of Poisson manifold has started his thesis in 2015-2016 under my supervision.
Current Master students:
Current Master students:
Joaquim Brugués on Morse and Floer Homology.
Robert Cardona on Integrable Systems on Folded Symplectic manifolds.
Former Ph.D. students:
Anna Kiesenhofer (Msc. Univ. Cambridge) defended her thesis on Integrable systems on b-Poisson structures on December 21, 2016 (Excellent Cum Laude) under an FI-AGAUR grant from Generalitat and a UPC grant. She currently holds a postdoctoral position at EPFL in Lausanne in the group of PDE's.
Romero Solha (Msc. Minas Gerais) on Geometric Quantization of Integrable systems with singularities, Ph.D thesis defended on October 21, 2013 (Excellent Cum Laude). Currently postdoc at Pontificia Universidade de Rio de Janeiro (PUC).
Other Master and Ph.D advising work:
Master Thesis supervision: Arnau Planas, Symplectic surfaces with singularities, 2014-2015, Matrícula d'Honor 10/10.
Untergraduate Thesis supervision: Robert Cardona on Symplectic Toric manifolds, Delzant theorem and applications (cosupervised with Cédric Oms) defended in July 2017 (Excellent).
Undergraduate Thesis supervision: Alexander Thiele, Transversality, old and new, 2014 (co-supervised with Marc Chaperon at Univ de Paris 7) (Excellent 10/10)
tutorials of Iman Alamiddine (Université de Toulouse) in 2009 on singularities of Gelfand-Ceitlin
Ph. D tutorials of Iman Alamiddine (Université de Toulouse) in 2009 on singularities of Gelfand-Ceitlin systems.
Alfonso Giuseppe Tortorella will join our team under my supervision as Juan de la Cierva Postdoc in 2018.
Chiara Esposito, 2013.
Pablo Suarez Serrato (under an i-math programme) in 2010-2011.
Marco Zambon in 2008
Anne Pichereau in 2008
Member of the following Ph.D. juries:
Lorenzo Guglielmi (SISSA, Trieste), April 2018 (referee).
Roy Wang (University of Utrecht), September 2017 (referee and member).
Damien Bouloc (Université de Toulouse), June 2017 (member and referee).
Álvaro del Pino (ICMAT-UAM), June 2017 (member).
Yasmine Fittouhi (Université de Poitiers), Janvier 2017 (member and referee).
Jiang Kai (Université de Paris VII Denis Diderot), Septembre 2016 (member and referee).
Alain Leytem (Université de Luxembourg), September 2016.
Héctor Castejón (Université de Luxemburg), September 2016.
Andratx Bellmunt (Universitat de Barcelona), Desembre 2015.
Boris Osorno (Universiteit Utrecht), October 2015 (referee)
Ionut Marcut (Universiteit Utrecht), February 2013.
Isabel Berna, (UPC) February 2012.
Chiara Esposito (Copenhagen), January 2012 (member and referee)
Ainhoa Aparicio (Limoges), December 2010 (member and referee)
Ana Rita Pires (MIT), April 2010
Iman Alamiddine (Toulouse), July 2009
Master juries at UPC:
Arnau Planas (2015)
Guillem Blanco (2015)
Xavi Rivas (2015)
Hector Castejón (2012)
Pedro Daniel Prieto (2010)
Proposta de treballs de Final de Grau: Consulteu la INTRANET
Els grups de Lie i les seves accions
Del teorema del punt fix de Lefschetz al teorema de Poincaré-Hopf
Formes diferencials i foliacions de codimensió 1
Les equacions de Hamilton, els grups de Lie i la geometria simplèctica.
Transversality, old and new (defensat)
El teorema d'Arnold-Liouville i els sistemes integrables (defensat).
Nou projecte: Teoria de Morse.
Nou projecte: Projecte Hévea: Construint tors plans a R^3.
projecte: Projecte Hévea: Contruint esferes reduïdes
Proposta de treballs de Final de Màster: Consulteu la INTRANET
Symplectic surfaces with singularities defensat
Nou projecte: Integrable Systems on singular symplectic manifolds (look at the pdf with presentation at INTRANET)
New project: Morse theory and Floer Homology.
Nou!: Presentació de projectes pel curs 2015-2016 (mireu la intranet)