Eigenvectors from Eigenvalues. Denton, P. B., Parke, S. J., Tao, T., & Zhang, X. arXiv:1908.03795 [hep-th, physics:math-ph], August, 2019.
abstract   bibtex   
We present a new method of succinctly determining eigenvectors from eigenvalues. Specifically, we relate the norm squared of the elements of eigenvectors to the eigenvalues and the submatrix eigenvalues.
@article{dentonEigenvectorsEigenvalues2019,
  title = {Eigenvectors from Eigenvalues},
  author = {Denton, Peter B. and Parke, Stephen J. and Tao, Terence and Zhang, Xining},
  year = {2019},
  month = aug,
  abstract = {We present a new method of succinctly determining eigenvectors from eigenvalues. Specifically, we relate the norm squared of the elements of eigenvectors to the eigenvalues and the submatrix eigenvalues.},
  archivePrefix = {arXiv},
  eprint = {1908.03795},
  eprinttype = {arxiv},
  journal = {arXiv:1908.03795 [hep-th, physics:math-ph]},
  keywords = {~INRMM-MiD:z-HWUECAVD,computational-science,mathematical-reasoning,mathematics,unexpected-effect},
  lccn = {INRMM-MiD:z-HWUECAVD},
  primaryClass = {hep-th, physics:math-ph}
}

Downloads: 0