This research aims to investigate the characteristics of Cauchy and Cauchy-like matrices with real and complex components. The study explores the conditions under which Cauchy-like matrices can be transformed into unitary matrices and provides a comprehensive analysis of their structure. Furthermore, the study offers a complete comparison of criteria for Cauchy-like matrices converted into orthogonal and unitary matrices.
Keywords: Cauchy-like matrix · Displacement operator · Secular equation ·
Tools: Maple
Department: Department of Mathematics
Tools: Maple
Department: Department of Mathematics
Project Poster
