VERSION FRANCAISE

__________________________________________________________________________________________________

Philippe SOUPLET


LAGA, Institut Galilée, Université Paris 13
99, avenue Jean-Baptiste Clément
93430 - Villetaneuse, France
Bureau D 311
Tel : 01 49 40 36 02
Fax : 01 49 40 35 68
Email: souplet@math.univ-paris13.fr

__________________________________________________________________________________________________

POSITION

Full Professor of Mathematics at Université Paris 13

Head of the mathematics research department of Université Paris 13 (Laboratoire Analyse, Géométrie et Applications, UMR CNRS 7539)

Member of the Scientific Council of Université Paris 13

__________________________________________________________________________________________________

RESEARCH AREAS: Qualitative analysis of partial differential equations, Applied mathematics, Functional analysis.

RESEARCH ACTIVITY AND MOST SIGNIFICANT RESULTS

PUBLICATIONS

LECTURES

Short CV

BOOK "Superlinear parabolic problems. Blow-up, global existence and steady states"

Associate editor of the journals:
Nonlinear Analysis: Theory, Methods & Applications
Differential Equations and Applications __________________________________________________________________________________________________

PhD STUDENTS AND POST-DOCS:

- Pierre Rouchon (PhD Univ. Paris 13. Thesis begun in Nov. 1998, defended in Sept. 2002)
- Jean-Philippe Bartier (PhD Univ. Paris 9. Thesis begun in Oct. 2001, defended in Dec. 2005; in co-direction with Jean Dolbeault)
- Yuxiang Li (Post-doctoral collaborator Univ. Paris 13. Feb. 2008-Feb. 2009)
- Quoc Hung Phan (PhD Univ. Paris 13. Thesis begun in Sept. 2009, defended in March 2013)
- Amal Atttouchi (PhD Univ. Paris 13. Thesis begun in Sept. 2010)
- Nejib Mahmoudi (PhD Faculté des Sciences de Tunis, Thesis begun in Sept. 2011; in co-direction with Slim Tayachi)
- Alexandre Montaru (PhD Univ. Paris 13. Thesis begun in Sept. 2011)

MASTER COURSE (2nd year) Université Paris 6, 2010-2011. See more details on my French Page

__________________________________________________________________________________________________