Relative perturbation bounds with applications to empirical covariance operators
Jirak M, Wahl M (2023)
Advances in Mathematics 412: 108808.
Zeitschriftenaufsatz
| Veröffentlicht | Englisch
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Autor*in
Jirak, Moritz;
Wahl, MartinUniBi
Einrichtung
Erscheinungsjahr
2023
Zeitschriftentitel
Advances in Mathematics
Band
412
Art.-Nr.
108808
ISSN
0001-8708
Page URI
https://pub.uni-bielefeld.de/record/2969774
Zitieren
Jirak M, Wahl M. Relative perturbation bounds with applications to empirical covariance operators. Advances in Mathematics. 2023;412: 108808.
Jirak, M., & Wahl, M. (2023). Relative perturbation bounds with applications to empirical covariance operators. Advances in Mathematics, 412, 108808. https://doi.org/10.1016/j.aim.2022.108808
Jirak, Moritz, and Wahl, Martin. 2023. “Relative perturbation bounds with applications to empirical covariance operators”. Advances in Mathematics 412: 108808.
Jirak, M., and Wahl, M. (2023). Relative perturbation bounds with applications to empirical covariance operators. Advances in Mathematics 412:108808.
Jirak, M., & Wahl, M., 2023. Relative perturbation bounds with applications to empirical covariance operators. Advances in Mathematics, 412: 108808.
M. Jirak and M. Wahl, “Relative perturbation bounds with applications to empirical covariance operators”, Advances in Mathematics, vol. 412, 2023, : 108808.
Jirak, M., Wahl, M.: Relative perturbation bounds with applications to empirical covariance operators. Advances in Mathematics. 412, : 108808 (2023).
Jirak, Moritz, and Wahl, Martin. “Relative perturbation bounds with applications to empirical covariance operators”. Advances in Mathematics 412 (2023): 108808.
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