A Note on Gershgorin Disks in the Elliptic Plane

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Journal of Mathematical Sciences and Modelling
Volume:4 Issue:3
A Note on Gershgorin Disks in the Elliptic Plane

A Note on Gershgorin Disks in the Elliptic Plane

Authors : Arzu SÜREKÇİ, Hidayet Hüda KÖSAL, Mehmet Ali GÜNGÖR

Pages : 104-109

Doi:10.33187/jmsm.986344

View : 19 | Download : 13

Publication Date : 2021-12-27

Article Type : Research Paper

Abstract :In this study, we derive Gershgorin discs of elliptic complex matrices in the elliptic plane. Also, we investigate the location of the zeros of an elliptic complex valued polynomial with the help of Gershgorin discs of elliptic complex matrices. To prove the authenticity of our results and to distinguish them from existing ones, some illustrative examples are also given. Elliptic complex numbers are a generalized form of complex and so real numbers. Thus, the obtained results extend, generalize and complement some known Gershgorin discs results from the literature.
Keywords : Elliptic complex matrix, Elliptic complex numbers, Elliptic valued polynomial, Gershgorin disks

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