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Paper Details
Paper Title
Quaternion Quasi-Normal Matrices And Their Eigenvalues
Authors
  J. Rajeswari,  Dr. K. Gunasekaran
Abstract
For square quaternion matrices and of the same size, commutativity-like relations such as etc., often cause a special structure of to be reflected in some special structure for . We study eigenvalue pairing theorems for when is quaternion quasi normal (QQN), a class of quaternion matrices that is a natural generalization of the real normal and complex normal matrices. A new canonical form for QQN matrices is an important tool for our development.
Keywords- Quaternion matrices, Spectrum, Canonical form, Direct sum, Skew- Hermitian, Orthonormal, Jordan block.
Publication Details
Unique Identification Number - IJEDR1802035Page Number(s) - 192-202Pubished in - Volume 6 | Issue 2 | April 2018DOI (Digital Object Identifier) -    Publisher - IJEDR (ISSN - 2321-9939)
Cite this Article
  J. Rajeswari,  Dr. K. Gunasekaran,   "Quaternion Quasi-Normal Matrices And Their Eigenvalues", International Journal of Engineering Development and Research (IJEDR), ISSN:2321-9939, Volume.6, Issue 2, pp.192-202, April 2018, Available at :http://www.ijedr.org/papers/IJEDR1802035.pdf
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