536 results on '"Trenkler, Götz"'
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2. An alternative look at the linear regression model
3. On formulae for the Moore–Penrose inverse of a columnwise partitioned matrix
4. A partial ordering approach to characterize properties of a pair of orthogonal projectors
5. Diagonalization of the cross-product matrix
6. Professor Heinz Neudecker and matrix differential calculus
7. The Moore–Penrose inverse: a hundred years on a frontline of physics research
8. Intersection of Three Planes Revisited--An Algebraic Approach
9. STOCHASTISCHE MATRIZEN UND VEKTOREN
10. KRONECKER-PRODUKT UND VEC-OPERATOR
11. VEKTOR- UND MATRIXDIFFERENTIATION
12. LÖSUNG LINEARER GLEICHUNGSSYSTEME
13. MATRIX-OPERATIONEN
14. MOORE-PENROSE-INVERSE
15. MASSZAHLEN VON MATRIZEN
16. VERALLGEMEINERTE INVERSEN
17. EIGENWERTE UND QUADRATISCHE FORMEN
18. SPEZIELLE MATRIZEN
19. EIGENSCHAFTEN DER SCHÄTZUNGEN
20. LÖSUNGEN DER ÜBUNGSAUFGABEN
21. MULTIPLES REGRESSIONSMODELL
22. LINEARE REGRESSION
23. Problems
24. Problems
25. Problems
26. On a Craig–Sakamoto Theorem for Orthogonal Projectors
27. Estimation of the Kronecker and products of two mean vectors in multivariate analysis
28. On the Entries of Orthogonal Projection Matrices
29. Matrices Which Take a Given Vector into a Given Vector: Revisited
30. On the Square Root of $aa^T + bb^T$
31. On a generalized core inverse
32. On subspace distances determined by the Frobenius norm
33. Lösung Linearer Gleichungssysteme
34. Kronecker-Produkt und vec-Operator
35. Moore-Penrose-Inverse
36. Verallgemeinerte Inversen
37. Eigenwerte und Quadratische Formen
38. Masszahlen von Matrizen
39. Matrix-Operationen
40. Lösungen der Übungsaufgaben
41. Spezielle Matrizen
42. Einführung
43. Eigenschaften der Schätzungen
44. Stochastische Matrizen und Vektoren
45. Einführung in DERIVE
46. Lineare Regression
47. Multiples Regressionsmodell
48. The Vector Cross Product and 4 × 4 Skew-symmetric Matrices
49. On an inequality related to the volume of a parallelepiped
50. 82.15 Four Square Roots of the Vector Cross Product
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