Generalizations of unitarily invariant norm inequalities for matrices

Autori

  • Xingkai Hu Kunming University - Faculty of Science
  • Yuan Yi Kunming University - Faculty of Science
  • Jianming Xue Kunming University - Faculty of Science

Parole chiave:

symmetric graph, arc-transitive graph, one-regular graph

Abstract

In this article, we begin by deriving a unitarily invariant norm inequality for matrices, which is a generalization of the result due to Cao and Wu. Additionally, we introduce a matrix Cauchy-Schwarz inequality for unitarily invariant norms, further generalizing the inequality proposed by Hu.

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Pubblicato

2025-05-19

Come citare

Hu, X., Yi, Y., & Xue, J. (2025). Generalizations of unitarily invariant norm inequalities for matrices. Italian Journal of Pure and Applied Mathematics, 53, 82–91. Recuperato da https://journals.uniurb.it/index.php/ijpam/article/view/5756

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Sezione

Articoli - Forum Editrice