Homepage
of
Enno
Lenzmann
Assistant Professor
Department of Mathematical Sciences
University of Copenhagen
Universitetspark 5
2100 Copenhagen Ø, Denmark
Office: 04.03.05
Phone: +45 353-20695
E-Mail: lenzmann(at)math.ku.dk
Personal Information
Employment
- Associate
Professor
|
University of Copenhagen
|
09/2011 - present
|
- Assistant
Professor
|
University of Copenhagen
|
08/2009 - 08/2011
|
| - CLE Moore
Instructor |
MIT
|
2006 - 2009
|
Education
Awards
and
Honors
- Steno Research Fellowship from Danish Research
Council (2009-2013, Amount approx. $725'000)
- NSF Grant DMS-0702492 (2007-2010, Amount $118'732)
- ETH Medal 2007
- Distinct Swiss Federal Stipend (1999-2000)
Research
Interests
- Nonlinear Partial Differential Equations,
Analysis, and
Mathematical Physics.
Publications and
Preprints
- On the
continuum limit for discrete NLS with long-range lattice interactions.
Preprint. Submitted
for
publication. 25 pages. Joint
with K. Kirkpatrick and G. Staffilani.
- Uniqueness
and
nondegeneracy of ground states for $(-\Delta)^s Q + Q -
Q^{\alpha+1} =0$ in $\R$.
Acta Math. Accepted for
publication. 45 pages. Joint
with R. Frank.
- On
singularity formation for the L2-critical Boson star equation.
Nonlinearity 24 (2011), 3515pp. 24 pages. Joint
with M. Lewin.
- On blowup for
time-dependent generalized Hartree-Fock equations.
Annales Henri Poincare
(2010). In Press. 33 pages. Joint with C. Hainzl, M.
Lewin and B. Schlein.
- Minimizers
for
the
Hartree-Fock-Bogoliubov
theory of neutron stars and white dwarfs.
Duke
Math. Journal 152
(2010), no. 2, 257-315. Joint with M. Lewin.
- On
stability
of
pseudo-conformal
blowup for L2-critical Hartree NLS.
Annales
Henri
Poincaré 10 (2009),
no. 6, 1159-1205.
Joint
with J. Krieger and P. Raphaël.
- Uniqueness
of
ground
states
for
pseudorelativistic Hartree equations.
Analysis & PDE 1 (2009), no. 3,
1-27.
- Blowup
for nonlinear wave
equations describing Boson stars.
Comm.
Pure Appl. Math. 60
(2007), no. 11, 1691-1705. Joint
with J. Fröhlich.
- Dynamical
Collapse of
white dwarfs in Hartree- and Hartree-Fock theory.
Comm. Math. Phys. 274
(2007), no. 3, 757-750. Joint with J. Fröhlich.
- Boson stars as solitary waves.
Comm. Math. Phys. 274 (2007),
no. 1, 1-30. Joint with J. Fröhlich and B.L.G. Jonsson.
- Semi-classical dynamics of quantum spin
systems.
Lett. Math. Phys. 82 (2007), no.
2-3, 275-296. Joint
with J. Fröhlich and A. Knowles.
- Effective
dynamics for
Boson stars.
Nonlinearity 20 (2007),
no. 5, 1031-1075. Joint with J. Fröhlich and B.L.G. Jonsson.
- Well-posedness for semi-relativistic
Hartree equations of critical type.
Mathematical Physics, Analysis
and Geometry 10 (2007),
no.
1,
43-64.
- Semi-Relativistic
NLS
of
critical
type.
Oberwolfach Reports 25
(2005), 1421-1422.
- Nonlinear
Equations
describing
the
mean-field limit of Bose gases.
Proceedings of Mathematical
Models in Quantum Mechanics/Bressanone (2005). Published
electronically. Joint with J. Fröhlich.
- Mean-Field
limit
of
quantum
Bose
gases and nonlinear Hartree equation.
Semin. Equ. Deriv. Partielles,
Exp. no. XIX, 26pp. Ecole Polytechnique
Palaiseau (2004). Joint with J. Fröhlich.
Teaching
- I will teach the MatFys I course starting in
November 2010.
