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Zahm, Olivier

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Author ID: zahm.olivier Recent zbMATH articles by "Zahm, Olivier"
Published as: Zahm, O.; Zahm, Olivier
Documents Indexed: 7 Publications since 2014

Publications by Year

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6 Publications have been cited 29 times in 28 Documents Cited by Year
A tensor approximation method based on ideal minimal residual formulations for the solution of high-dimensional problems. Zbl 1305.65011
Billaud-Friess, M.; Nouy, A.; Zahm, O.
12
2014
Interpolation of inverse operators for preconditioning parameter-dependent equations. Zbl 1382.65035
Zahm, Olivier; Nouy, Anthony
9
2016
Gradient-based dimension reduction of multivariate vector-valued functions. Zbl 1433.41007
Zahm, Olivier; Constantine, Paul G.; Prieur, Clémentine; Marzouk, Youssef M.
4
2020
A fast boundary element method for the solution of periodic many-inclusion problems via hierarchical matrix techniques. Zbl 1338.74107
Cazeaux, Paul; Zahm, Olivier
2
2015
Randomized residual-based error estimators for parametrized equations. Zbl 1411.65148
Smetana, Kathrin; Zahm, Olivier; Patera, Anthony T.
1
2019
Projection-based model order reduction methods for the estimation of vector-valued variables of interest. Zbl 1372.65314
Zahm, Olivier; Billaud-Friess, Marie; Nouy, Anthony
1
2017
Gradient-based dimension reduction of multivariate vector-valued functions. Zbl 1433.41007
Zahm, Olivier; Constantine, Paul G.; Prieur, Clémentine; Marzouk, Youssef M.
4
2020
Randomized residual-based error estimators for parametrized equations. Zbl 1411.65148
Smetana, Kathrin; Zahm, Olivier; Patera, Anthony T.
1
2019
Projection-based model order reduction methods for the estimation of vector-valued variables of interest. Zbl 1372.65314
Zahm, Olivier; Billaud-Friess, Marie; Nouy, Anthony
1
2017
Interpolation of inverse operators for preconditioning parameter-dependent equations. Zbl 1382.65035
Zahm, Olivier; Nouy, Anthony
9
2016
A fast boundary element method for the solution of periodic many-inclusion problems via hierarchical matrix techniques. Zbl 1338.74107
Cazeaux, Paul; Zahm, Olivier
2
2015
A tensor approximation method based on ideal minimal residual formulations for the solution of high-dimensional problems. Zbl 1305.65011
Billaud-Friess, M.; Nouy, A.; Zahm, O.
12
2014

Citations by Year