Spectral Radius Inequalities for Accretive-Dissipative Matrices
Shatha Shatha, Shatha Hasan · International Journal of Neutrosophic Science · 2024
In this paper, we prove new spectral radius inequalities for sums, differences and commutators involving accretive-dissipative matrices of Hilbert space. Earlier well-known results used the spectral radius for its importance for general matrices. In our paper, we focus on some results related to spectral radius for special kind of matrices which are accretive-dissipative. A particular example is also presented in this work.