Publications

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Listed below, are sorted by year, the publications appearing in the HAL open archive.

2016

Second order analysis of state-constrained control-affine problems
- Aronna Maria Soledad
- Bonnans J. Frederic
- Goh Bean San
Mathematical Programming, Series A, Springer, 2016, 160 (1), pp.115-147. In this article we establish new second order necessary and suffi-cient optimality conditions for a class of control-affine problems with a scalar control and a scalar state constraint. These optimality conditions extend to the constrained state framework the Goh transform, which is the classical tool for obtaining an extension of the Legendre condition.
Avis en réponse à la saisine HCB - dossier EFSA-GMO-RX-003. Paris, le 9 décembre 2016
- Comité Scientifique Du Haut Conseil Des Biotechnologies .
- Bagnis Claude
- Bar-Hen Avner
- Barny Marie-Anne
- Berny Philippe
- Boireau Pascal
- Brévault Thierry
- Chauvel Bruno B.
- Couvet Denis
- Dassa Elie
- de Verneuil Hubert
- Eychenne Nathalie
- Franche Claudine
- Guerche Philippe
- Guillemain Joël
- Hernandez Raquet Guillermina
- Jestin André
- Klonjkowski Bernard
- Lavielle Marc
- Le Corre Valérie
- Lemaire Olivier
- Lereclus Didier D.
- Maximilien Rémi
- Meurs Eliane
- Naffakh Nadia
- Négre Didier
- Noyer Jean-Louis
- Ochatt Sergio
- Pages Jean-Christophe
- Parzy Daniel
- Regnault-Roger Catherine
- Renard Michel M.
- Saindrenan Patrick
- Simonet Pascal
- Troadec Marie-Bérengère
- Vaissière Bernard
- Vilotte Jean-Luc
, 2016.
Explicit formulas and global uniqueness for phaseless inverse scattering in multidimensions
- Novikov Roman
The Journal of Geometric Analysis, Springer, 2016, 26 (1), pp.346-359. We consider phaseless inverse scattering for the Schrödinger equation with compactly supported potential in dimension d ≥ 2. We give explicit formulas for solving this problem from appropriate data at high energies. As a corollary, we give also a global uniqueness result for this problem with appropriate data on a fixed energy neighborhood. (10.1007/s12220-014-9553-7)
DOI : 10.1007/s12220-014-9553-7
Korn-Poincare inequalities for functions with a small jump set
- Chambolle Antonin
- Conti Sergio
- Francfort Gilles A
Indiana University Mathematics Journal, Indiana University Mathematics Journal, 2016, 65 (4), pp.1373 - 1399. (10.1512/iumj.2016.65.5852)
DOI : 10.1512/iumj.2016.65.5852

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