On global minimizers for a mass constrained problem
L Jeanjean, SS Lu - Calculus of Variations and Partial Differential …, 2022 - Springer
In any dimension N≥ 1, for given mass m> 0 and for the C 1 energy functional I (u):= 1 2∫
RN|∇ u| 2 dx-∫ RNF (u) dx, we revisit the classical problem of finding conditions on F∈ C 1 …
RN|∇ u| 2 dx-∫ RNF (u) dx, we revisit the classical problem of finding conditions on F∈ C 1 …
On global minimizers for a mass constrained problem
L Jeanjean, SS Lu - 2021 - hal.science
In any dimension $ N\geq 1$, for given mass $ m> 0$ and for the $ C^ 1$ energy
functional\begin {equation*} I (u):=\frac {1}{2}\int_ {\mathbb {R}^ N}|\nabla u|^ 2dx-\int …
functional\begin {equation*} I (u):=\frac {1}{2}\int_ {\mathbb {R}^ N}|\nabla u|^ 2dx-\int …
On global minimizers for a mass constrained problem
L Jeanjean, SS Lu - arXiv preprint arXiv:2108.04142, 2021 - arxiv.org
In any dimension $ N\geq 1$, for given mass $ m> 0$ and for the $ C^ 1$ energy
functional\begin {equation*} I (u):=\frac {1}{2}\int_ {\mathbb {R}^ N}|\nabla u|^ 2dx-\int …
functional\begin {equation*} I (u):=\frac {1}{2}\int_ {\mathbb {R}^ N}|\nabla u|^ 2dx-\int …
On global minimizers for a mass constrained problem
L Jeanjean, SS Lu - arXiv e-prints, 2021 - ui.adsabs.harvard.edu
In any dimension $ N\geq 1$, for given mass $ m> 0$ and for the $ C^ 1$ energy
functional\begin {equation*} I (u):=\frac {1}{2}\int_ {\mathbb {R}^ N}|\nabla u|^ 2dx-\int …
functional\begin {equation*} I (u):=\frac {1}{2}\int_ {\mathbb {R}^ N}|\nabla u|^ 2dx-\int …
On global minimizers for a mass constrained problem
L Jeanjean, SS Lu - 2021 - inria.hal.science
In any dimension $ N\geq 1$, for given mass $ m> 0$ and for the $ C^ 1$ energy
functional\begin {equation*} I (u):=\frac {1}{2}\int_ {\mathbb {R}^ N}|\nabla u|^ 2dx-\int …
functional\begin {equation*} I (u):=\frac {1}{2}\int_ {\mathbb {R}^ N}|\nabla u|^ 2dx-\int …
On global minimizers for a mass constrained problem.
L Jeanjean, SS Lu - Calculus of Variations & Partial …, 2022 - search.ebscohost.com
In any dimension N≥ 1, for given mass m > 0 and for the C 1 energy functional I (u):= 1
2∫ RN|∇ u| 2 dx-∫ RNF (u) dx, we revisit the classical problem of finding conditions on F∈ …
2∫ RN|∇ u| 2 dx-∫ RNF (u) dx, we revisit the classical problem of finding conditions on F∈ …
[PDF][PDF] On global minimizers for a mass constrained problem
L Jeanjean, SS Lu - RN - researchgate.net
On global minimizers for a mass constrained problem Page 1 On global minimizers for a mass
constrained problem Louis Jeanjean Laboratoire de Mathématiques (CNRS UMR 6623) …
constrained problem Louis Jeanjean Laboratoire de Mathématiques (CNRS UMR 6623) …
[PDF][PDF] On global minimizers for a mass constrained problem
L Jeanjean, SS Lu - RN - researchgate.net
On global minimizers for a mass constrained problem Page 1 On global minimizers for a mass
constrained problem Louis Jeanjean Laboratoire de Mathématiques (CNRS UMR 6623) …
constrained problem Louis Jeanjean Laboratoire de Mathématiques (CNRS UMR 6623) …
[PDF][PDF] On global minimizers for a mass constrained problem
L Jeanjean, SS Lu - hal.science
On global minimizers for a mass constrained problem Page 1 HAL Id: hal-03336062 https://hal.science/hal-03336062
Preprint submitted on 6 Sep 2021 HAL is a multi-disciplinary open access archive for the …
Preprint submitted on 6 Sep 2021 HAL is a multi-disciplinary open access archive for the …