## No

Boulenger, Thomas and Lenzmann, Enno.
(2015)
* Blowup for Biharmonic NLS.*
Preprints Fachbereich Mathematik, 2015 (17).

Boulenger, Thomas and Himmelsbach, Dominik and Lenzmann, Enno.
(2015)
* Blowup for fractional NLS.*
Preprints Fachbereich Mathematik, 2015 (31).

Frank, Rupert L. and Lenzmann, Enno and Silvestre, Luis.
(2013)
* Uniqueness of Radial Solutions for the Fractional Laplacian.*
Preprints Fachbereich Mathematik, 2013 (06).

## Yes

Lenzmann, Enno and Schikorra, Armin.
(2020)
* Sharp commutator estimates via harmonic extensions.*
Nonlinear Analysis, 193.
p. 111375.

Bugiera, Lars and Lenzmann, Enno and Schikorra, Armin and Sok, Jérémy.
(2020)
* On symmetry of traveling solitary waves for dispersion generalized NLS.*
Nonlinearity, 33 (6).
pp. 2797-2819.

Borthwick, David and Donninger, Roland and Lenzmann, Enno and Marzuola, Jeremy L..
(2019)
* Existence and stability of Schrödinger solitons on noncompact manifolds.*
SIAM Journal on Mathematical Analysis, 51 (5).
pp. 3854-3901.

Bellazzini, Jacopo and Georgiev, Vladimir and Lenzmann, Enno and Visciglia, Nicola.
(2019)
* On traveling solitary waves and absence of small data scattering for nonlinear half-wave equations.*
Communications in Mathematical Physics, 372 (2).
pp. 713-732.

Lenzmann, Enno and Schikorra, Armin.
(2018)
* On energy-critical half-wave maps into S^2.*
Inventiones Mathematicae.
pp. 1-82.

Gérard, Patrick and Lenzmann, Enno and Pocovnicu, Oana and Raphael, Pierre.
(2018)
* A Two-Soliton with Transient Turbulent Regime for the Cubic Half-Wave Equation on the Real Line.*
Annals of PDE, 4 (7).

Gérard, Patrick and Lenzmann, Enno.
(2018)
* A Lax Pair Structure for the Half-Wave Maps Equation.*
Letters in Mathematical Physics, 108 (7).
pp. 1635-1648.

Frank, Rupert L. and Lenzmann, Enno and Silvestre, Luis.
(2016)
* Uniqueness of radial solutions for the fractional Laplacian.*
Communications on Pure and Applied Mathematics, 69 (9).
pp. 1671-1726.

Boulenger, Thomas and Himmelsbach, Dominik and Lenzmann, Enno.
(2016)
* Blowup for fractional NLS.*
Journal of Functional Analysis, 271 (9).
pp. 2569-2603.

Herr, Sebastian and Lenzmann, Enno.
(2014)
* The Boson star equation with initial data of low regularity.*
Nonlinear analysis, Vol. 97.
pp. 125-137.

Kirkpatrick, Kay and Lenzmann, Enno and Staffilani, Gigliola.
(2013)
* On the continuum limit for discrete NLS with long-range lattice interactions.*
Communications in mathematical physics, Vol. 317, H. 3.
pp. 563-591.

Krieger, Joachim and Lenzmann, Enno and Raphaël, Pierre.
(2013)
* Nondispersive solutions to the L²-critical half-wave equation.*
Archive for rational mechanics and analysis, Vol. 209, H. 1.
pp. 61-129.

Frank, Rupert L. and Lenzmann, Enno.
(2013)
* Uniqueness of non-linear ground states for fractional Laplacians in $BbbR.*
Acta mathematica, Vol. 210, H. 2.
pp. 261-318.

Lenzmann, Enno and Lewin, Mathieu.
(2013)
* Dynamical ionization bounds for atoms.*
Analysis of PDEs, Vol. 6, H. 5.
pp. 1183-1211.

Lenzmann, Enno and Lewin, Mathieu.
(2011)
* On singularity formation for the $L^2$-critical Boson star equation.*
Nonlinearity, 24 (12).
pp. 3515-3540.

Hainzl, Christian and Lenzmann, Enno and Lewin, Mathieu and Schlein, Benjamin.
(2010)
* On blowup for time-dependent generalized Hartree-Fock equations.*
Annales Henri Poincaré, 11 (6).
pp. 1023-1052.

Lenzmann, Enno and Lewin, Mathieu.
(2010)
* Minimizers for the Hartree-Fock-Bogoliubov theory of neutron stars and white dwarfs.*
Duke mathematical journal, 152 (2).
pp. 257-315.

Krieger, Joachim and Lenzmann, Enno and Raphaël, Pierre.
(2009)
* On stability of pseudo-conformal blowup for $L^2$-critical Hartree NLS.*
Annales Henri Poincaré, 10 (6).
pp. 1159-1205.

Lenzmann, Enno.
(2009)
* Uniqueness of ground states for pseudorelativistic Hartree equations.*
Analysis & PDE, 2 (1).
pp. 1-27.

Fröhlich, Jürg and Knowles, Antti and Lenzmann, Enno.
(2007)
* Semi-classical dynamics in quantum spin systems.*
Letters in Mathematical Physics, 82 (2-3).
pp. 275-296.

Fröhlich, Jürg and Lenzmann, Enno.
(2007)
* Blowup for nonlinear wave equations describing boson stars.*
Communications on Pure and Applied Mathematics, 60 (11).
pp. 1691-1705.

Lenzmann, Enno.
(2007)
* Well-posedness for semi-relativistic Hartree equations of critical type.*
Mathematical Physics, Analysis and Geometry, 10 (1).
pp. 43-64.

Fröhlich, Jürg and Lenzmann, Enno.
(2007)
* Dynamical collapse of white dwarfs in Hartree- and Hartree-Fock theory.*
Communications in Mathematical Physics, 274 (3).
pp. 737-750.

Fröhlich, Jürg and Jonsson, B. Lars G. and Lenzmann, Enno.
(2007)
* Boson stars as solitary waves.*
Communications in Mathematical Physics, 274 (1).
pp. 1-30.

Fröhlich, J. and Jonsson, B. L. G. and Lenzmann, E..
(2007)
* Effective dynamics for boson stars.*
Nonlinearity, 20 (5).
pp. 1031-1075.