23 results on '"Peeters, Ralf L.M."'
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2. Application of transfer learning to predict drug-induced human in vivo gene expression changes using rat in vitro and in vivo data
3. Polynomial optimization and a Jacobi–Davidson type method for commuting matrices
4. Continuous-time lossless systems, boundary interpolation and pivot structures
5. The Design of Matched Balanced Orthogonal Multiwavelets
6. Canonical lossless state-space systems: Staircase forms and the Schur algorithm
7. Balanced realizations of discrete-time stable all-pass systems and the tangential Schur algorithm
8. Identifiability of homogeneous systems using the state isomorphism approach
9. Use of deep learning methods to translate drug-induced gene expression changes from rat to human primary hepatocytes
10. Canonical Lossless State-Space Systems: Staircase Forms and the Schur Algorithm
11. Improved quantification of muscle insulin sensitivity using oral glucose tolerance test data: the MISI Calculator
12. A computational model of postprandial adipose tissue lipid metabolism derived using human arteriovenous stable isotope tracer data
13. A computational model of postprandial adipose tissue lipid metabolism derived using human arteriovenous stable isotope tracer data
14. Adipose tissue in health and disease through the lens of its building blocks
15. Symbolic computation of Fisher information matrices for parametrized state-space systems
16. Parametrization of matrix-valued lossless functions based on boundary interpolation
17. Lossless scalar functions: boundary interpolation, Schur algorithm and Ober's canonical form
18. Schur parametrizations and balanced realizations of real discrete-time stable all-pass systems
19. Matrix rational H2 approximation: A state-space approach using Schur parameters
20. Lossless scalar functions: Boundary interpolation, Schur algorithm and Ober’s canonical form.
21. A novel P-wave duration estimation method to assess the impact of the hybrid procedure for atrial fibrillation ablation.
22. Symbolic computation of fisher information matrices
23. A Faddeev sequence method for solving Lyapunov and Sylvester equations
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