Monografie
Efficient multivariate approximation with transformed rank-1 lattices
- Sprache
-
Englisch
- Identifier
-
1257866788
Thema
Social classes; Numerische Mathematik; Approximationstheorie; Koordinatentransformation
Beteiligte Personen und Organisationen
Nasdala, Robert
Potts, Daniel
Krahmer, Felix
Nuyens, Dirk
Potts, Daniel
Universitätsbibliothek <Chemnitz>
Potts, Daniel
Krahmer, Felix
Nuyens, Dirk
Potts, Daniel
Universitätsbibliothek <Chemnitz>
- URN
- Rechteinformation
-
Der Zugriff auf das Objekt ist unbeschränkt möglich.
- Letzte Aktualisierung
-
07.06.2022, 09:55 MESZ
Objekttyp
- Monografie
Beteiligte
- Nasdala, Robert
- Potts, Daniel
- Krahmer, Felix
- Nuyens, Dirk
- Potts, Daniel
- Universitätsbibliothek <Chemnitz>
Ähnliche Objekte (12)
Efficient multivariate approximation with transformed rank-1 lattices
Understanding and Enhancing Data Recovery Algorithms : From Noise-Blind Sparse Recovery to Reweighted Methods for Low-Rank Matrix Optimization
Least Squares in Sampling Complexity and Statistical Learning
Efficient modelling of kinetic plasmas : low-rank decomposition, coarse velocity space representation and heat flux approximation
Low-rank Tensor Methods for PDE-constrained Optimization
Accurate and efficient numerical methods for nonlocal problems
Sparse Fast Trigonometric Transforms
Contributions to the Simulation and Optimization of the Manufacturing Process and the Mechanical Properties of Short Fiber-Reinforced Plastic Parts
Numerical Methods for Stochastic Control Problems with Applications in Financial Mathematics
Numerical Simulation of Short Fibre Reinforced Composites
Computational Thermodynamics
Rational design and production of recombinant RANK ligand
Efficient multivariate approximation with transformed rank-1 lattices
Understanding and Enhancing Data Recovery Algorithms : From Noise-Blind Sparse Recovery to Reweighted Methods for Low-Rank Matrix Optimization
Least Squares in Sampling Complexity and Statistical Learning
Efficient modelling of kinetic plasmas : low-rank decomposition, coarse velocity space representation and heat flux approximation
Low-rank Tensor Methods for PDE-constrained Optimization
Accurate and efficient numerical methods for nonlocal problems
Sparse Fast Trigonometric Transforms
Contributions to the Simulation and Optimization of the Manufacturing Process and the Mechanical Properties of Short Fiber-Reinforced Plastic Parts
Numerical Methods for Stochastic Control Problems with Applications in Financial Mathematics
Numerical Simulation of Short Fibre Reinforced Composites
Computational Thermodynamics
Rational design and production of recombinant RANK ligand
Efficient multivariate approximation with transformed rank-1 lattices
Understanding and Enhancing Data Recovery Algorithms : From Noise-Blind Sparse Recovery to Reweighted Methods for Low-Rank Matrix Optimization
Least Squares in Sampling Complexity and Statistical Learning
Efficient modelling of kinetic plasmas : low-rank decomposition, coarse velocity space representation and heat flux approximation
Low-rank Tensor Methods for PDE-constrained Optimization
Accurate and efficient numerical methods for nonlocal problems
Sparse Fast Trigonometric Transforms
Contributions to the Simulation and Optimization of the Manufacturing Process and the Mechanical Properties of Short Fiber-Reinforced Plastic Parts
Numerical Methods for Stochastic Control Problems with Applications in Financial Mathematics
Numerical Simulation of Short Fibre Reinforced Composites
Computational Thermodynamics