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2014-04-29 13:58:38 +02:00
- authors:
- jd
- mje
- me
title: "Rigidity results for semilinear elliptic equation with exponential nonlinearities and Moser-Trudinger-Onofri inequalities on two-dimensional Riemannian manifolds"
links:
2014-04-30 07:09:28 +02:00
- arxiv: 1404.7338
2014-04-29 13:58:38 +02:00
- hal: 00985211
id: 5
2014-05-12 12:07:42 +02:00
submitted: 2014-04-29
2014-04-29 13:58:38 +02:00
2014-04-10 09:57:08 +02:00
- authors:
- me
- vhn
title: "Fractional Sobolev and Hardy-Littlewood-Sobolev inequalities"
2014-04-15 15:06:31 +02:00
links:
- arxiv: 1404.1028
- hal: 00972035
id: 4
2014-05-12 12:07:42 +02:00
submitted: 2014-04-03
2014-04-09 21:32:07 +02:00
- authors:
- jd
2014-04-10 09:57:08 +02:00
- mje
2014-04-09 21:32:07 +02:00
- me
2014-04-10 09:57:08 +02:00
title: "The Moser-Trudinger-Onofri inequality"
2015-03-28 11:08:01 +01:00
journal: "Proceedings of the Intl. Conf. Nonlin. Multisc. PDEs: Th. Num. Appl."
issue: "(à paraitre/to appear)"
2014-04-15 15:06:31 +02:00
links:
- arxiv: 1403.5042
- hal: 00961363
id: 3
2014-05-12 12:07:42 +02:00
submitted: 2014-03-19
2014-04-09 21:32:07 +02:00
2014-04-05 17:57:14 +02:00
- authors:
- jd
- me
2013-12-09 16:58:25 +01:00
title: "Sobolev and Hardy-Littlewood-Sobolev inequalities"
2014-05-11 19:07:30 +02:00
journal: Journal of Differential Equations
2015-03-28 11:08:01 +01:00
issue: "257 (6) : 1689 - 1720, 2014"
2014-04-15 15:06:31 +02:00
links:
- arxiv: 1312.2568
- hal: 00915998
id: 2
2014-05-12 12:07:42 +02:00
submitted: 2013-12-09
2014-03-12 15:16:16 +01:00
2014-04-05 17:57:14 +02:00
- authors:
- jd
- me
2014-04-10 09:57:08 +02:00
- pam
title: "Stationary solutions of Keller-Segel type crowd motion and herding models: multiplicity and dynamical stability"
journal: Mathematics and Mechanics of Complex Systems
2015-03-28 11:08:01 +01:00
issue: "(à paraitre/to appear)"
2014-04-15 15:06:31 +02:00
links:
- arxiv: 1305.1715
- hal: 00821206
id: 1
2014-05-12 12:07:42 +02:00
submitted: 2013-05-08
2014-04-03 14:27:27 +02:00
2014-03-12 15:16:16 +01:00
# vim: ts=2:sts=2:sw=2