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Erica L. Schwindt
Erica L. Schwindt
Postdoc at Inria
Verified email at math.cnrs.fr - Homepage
Title
Cited by
Cited by
Year
Notions of optimal transport theory and how to implement them on a computer
B Lévy, EL Schwindt
Computers & Graphics 72, 135-148, 2018
1042018
Existence of strong solutions for the motion of an elastic structure in an incompressible viscous fluid
M Boulakia, EL Schwindt, T Takahashi
Interfaces and Free Boundaries 14 (3), 273-306, 2012
372012
Numerical reconstruction based on Carleman estimates of a source term in a reaction–diffusion equation
M Boulakia, M de Buhan, EL Schwindt
ESAIM: Control, Optimisation and Calculus of Variations 27, S27, 2021
172021
On the identifiability of a rigid body moving in a stationary viscous fluid
C Conca, EL Schwindt, T Takahashi
Inverse Problems 28 (1), 015005, 2011
132011
Some existence results on periodic solutions of Euler–Lagrange equations in an Orlicz–Sobolev space setting
S Acinas, L Buri, G Giubergia, F Mazzone, E Schwindt
Nonlinear Analysis 125, 681-698, 2015
102015
On estimates for the period of solutions of equations involving the φ-Laplace operator
SE Acinas, G Giubergia, FD Mazzone, EL Schwindt
Mathematical Research Publishers, 2014
62014
On the reconstruction of obstacles and of rigid bodies immersed in a viscous incompressible fluid
J San Martín, EL Schwindt, T Takahashi
Journal of Inverse and Ill-posed Problems 25 (1), 1-21, 2017
32017
On the uniqueness and stability of an inverse problem in photo-acoustic tomography
M Bergounioux, EL Schwindt
Journal of Mathematical Analysis and Applications 431 (2), 1138-1152, 2015
32015
Simultaneous optimal controls for non-stationary Stokes systems
CM Gariboldi, E Schwindt
Analysis in Theory and Applications 33 (3), 229-239, 2017
12017
Simultaneous Optimal Controls for Unsteady Stokes Systems
CM Gariboldi, E Schwindt
V MACI, 2015
12015
Problèmes d’interaction entre un fluide newtonien incompressible et une structure
EL Schwindt
PhD thesis, Nancy, 2012
12012
A MINIMAX FORMULA FOR THE BEST NATURAL C ([0, 1])-APPROXIMANT BY NONDECREASING FUNCTIONS
F Mazzone, E Schwindt
Real Analysis Exchange 32 (1), 171–178, 2007
12007
Identification of a rigid solid immersed in an incompressible Newtonian fluid
C Gariboldi, G Giubergia, E Schwindt
HAL 2017, 2017
2017
On the reconstruction of obstacles and of rigid bodies immersed in a viscous incompressible fluid
E Schwindt, J San Martin, T Takahashi
HAL 2017, 2017
2017
Identificación de un sólido rígido inmerso en un fluido Newtoniano incompresible
CM Gariboldi, G Giubergia, E Schwindt
VI Congreso de Matemática Aplicada, Computacional e Industrial, 2017
2017
REGULARITY RESULTS FOR A CLASS OF HYPERBOLIC EQUATIONS WITH VMO COEFFICIENTS
M Bergounioux, EL Schwindt
2015
ON THE RECONSTRUCTION OF OBSTACLES AND OF RIGID BODIES IMMERSED IN A VISCOUS INCOMPRESSIBLE FLUID
JS MARTÍN, EL SCHWINDT, T TAKAHASHI
JOURNAL OF INVERSE AND ILL-POSED PROBLEMS 2015, 2015
2015
On the identifiability of a rigid body moving in a stationary viscous fluid
C Conca Rosende, EL Schwindt, T Takahashi
2012
Existence de solutions fortes pour un probleme d’interaction entre une structure déformable et un fluide incompressible
EL Schwindt
2011
Problemas de Interacción entre un Fluido Newtoniano Incomprensible y una Estructura
EL Schwindt
Universidad de Chile, 2011
2011
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Articles 1–20