Chitkara University Publications

On χs-Orthogonal Matrices

Abstract:

In this paper we, introduced the concept of χs-orthogonal matrices and extended some results of Abaraetal, [3] in the context of secondary transpose.

Author(s):

K. Jaikumar, S. Aarthy and K. Sindhu, Department of Mathematics, A.V.C. College (Autonomous), Mannampandal, Mayiladuthurai, Tamilnadu, India.

DOI: 

Keywords: 

χs-orthogonal matrices, s-unitary matrices, s-normal matrices

References:

Anna Lee, Secondary symmetric, skew-symmetric and orthogonal matrices, Periodica Mathematica Hungarica, 7(1)(1976), 63-70.

Anna Lee, On s-symmetric, s-skew-symmetric and s-orthogonal matrices, Periodica Mathematica Hungarica, 7(1)(1976), 61–76.

Ma. Nerissa. M. Abara, Dennis I. Merino and Agnes T. Paras, φs-orthogonal matrices. Linear algebra and its Applications, 432(2010), 2834–2846.

S. Krishnamoorthy and K. Jaikumar, Secondary orthogonal similarity of areal matrix and its secondary, International Journal of Mathematics and Soft Computing, 2(1)(2012), 51–55.

S. Krishnamoorthy and K. Jaikumar, On s-orthogonal matrices. Global Journal of Computational Science and Mathematics, 1(1)(2011), 1–8.

 

 

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