New Determinantal Inequalities for Positive Definite Matrices

Authors

  • Ronak Pashaei
  • Mohammad Sadegh Asgari

Keywords:

Subadditive matrix inequalities, determinant inequalities, concave function, accretive- dissipative matrices.

Abstract

R In this article, we explore some new determinant inequalities for matrices. A concavity approach is implemented to show many sub and super-additive inequalities for the determinant. This approach is a new direction in this type of inequality. In the end, many determinant inequalities are presented for accretive-dissipative matrices.

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Published

2023-01-25

How to Cite

Ronak Pashaei, & Mohammad Sadegh Asgari. (2023). New Determinantal Inequalities for Positive Definite Matrices. Utilitas Mathematica, 120, 25–36. Retrieved from https://utilitasmathematica.com/index.php/Index/article/view/1565

Issue

Vol. 120 (2023): Volume 120, 2023

Section

Articles

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