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An algebraic model for the propagation of errors in matrix calculus

  • Nam Van Tran EMAIL logo and Imme van den Berg
Published/Copyright: March 5, 2020

Received: 2019-11-18
Accepted: 2020-02-12
Published Online: 2020-03-05

© 2020 Nam Van Tran et al., published by De Gruyter

Articles in the same Issue

  1. On the singular value decomposition of (skew-)involutory and (skew-)coninvolutory matrices
  2. A trace bound for integer-diagonal positive semidefinite matrices
  3. The spectrum of two interesting stochastic matrices
  4. Some Characterizations of the Distribution of the Condition Number of a Complex Gaussian Matrix
  5. A short note on extreme points of certain polytopes
  6. Orthogonality for (0, −1) tropical normal matrices
  7. Some combinatorial matrices and their LU-decomposition
  8. An algebraic model for the propagation of errors in matrix calculus
  9. Sufficient conditions for symmetric matrices to have exactly one positive eigenvalue
  10. On the spectrum of noisy blown-up matrices
  11. A note on Eulerian numbers and Toeplitz matrices
  12. Analytic determinants and inverses of Toeplitz and Hankel tridiagonal matrices with perturbed columns
  13. Non-unitary CMV-decomposition
  14. Distance Matrix of a Class of Completely Positive Graphs: Determinant and Inverse
  15. Some integral inequalities for operator monotonic functions on Hilbert spaces
  16. Doubly constrained totally positive line insertion
  17. M-matrix and inverse M-matrix extensions
  18. Inclusion regions and bounds for the eigenvalues of matrices with a known eigenpair
  19. Maximum nullity and zero forcing of circulant graphs
  20. Corrigendum to “Achievable Multiplicity partitions in the Inverse Eigenvalue Problem of a graph” [Spec. Matrices 2019; 7:276-290.]
  21. Determinants of some special matrices over commutative finite chain rings
  22. Families of Integral Cographs within a Triangular Array
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