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Vincent
Millot – Personal Web Page
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Postdoctoral
Associate
Center for Nonlinear Analysis
Department of Mathematical Sciences
Carnegie Mellon University
Pittsburgh, PA 15213-3890
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e-mail : vmillot@andrew.cmu.edu
For more information, see my CV (version
francaise
ici sous forme de Dossier
de Candidature).
Research Interests :
- Partial differential equations
- Calculus of variations
- Geometric measure theory
- Applications to condensed matter physics and continuum mechanics
Publications and Preprints :
Preprints :
[P1]
V. Millot, A. Pisante :
Relaxed
energies
for H^1/2-maps with values into the circle and measurable
weights, submitted (64
pages) updated ! pdf-file
[P2] V. Millot : The dipole problem for
H^1/2(S^2,S^1)-maps and application, submitted for
proceeding (15 pages). pdf-file
Publications
:
[P3] R. Ignat, V.
Millot :
Energy
expansion and vortex location for a two-dimensional rotating
Bose-Einstein condensate Rev. Math.
Phys. 18 (2006),
119-162. pdf-file
[P4] R. Ignat, V.
Millot :
The
critical velocity for vortex existence in a two-dimensional rotating
Bose-Einstein condensate, J.
Funct.
Anal.
233 (2006), 260-306. pdf-file
[P5] V. Millot :
The
relaxed energy
for S^2-valued maps and measurable weights, Ann. Inst.
H.
Poincare Anal. Non Lineaire 23 (2006),
135-157. pdf-file
[P6] V. Millot :
Energy
with weight for S^2-valued maps with prescribed singularities,
Calc. Var. Partial Differential Equations 24 (2005), 83-109. pdf-file
Notes
and Proceedings :
[P7] R. Ignat, V. Millot : Vortices
in a 2d rotating Bose-Einstein condensate, C.
R. Math. Acad. Sci. Paris 340 (2005),
571-576.
[P8] J.I. Diaz, V. Millot : Coulomb
friction and oscillation: stabilization in
finite time for a system of damped oscillators, Actas
XVIII CEDYA/VIII CMA (2003). pdf-file
Ph D Thesis :
[P9] V. Millot : Quelques Problemes
variationnels issus de la physique de la matiere condensee, pdf-file
Universite Paris VI - Pierre et
Marie Curie, soutenue le 8 juin 2005 sous la direction de Haim Brezis
Some Math Links
:
- Department of Mathematical Sciences, Carnegie Mellon
University here
- Laboratoire Jacques-Louis Lions, University Paris VI here
- Calculus of Variations and Geometric Measure Theory, SNS
Pisa here
Some Friends :
- Ana Espinola Web Page here
- Mathieu Persan - Official Website here
Last modified : March 26, 2007.