On Skew Quasi-P-Class (Q) Operators


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Authors

  • Wanjala Victor Department of Physical and Applied Mathematics, Maasai Mara University, Narok, Kenya
  • John Wanyonyi Matuya Department of Physical and Applied Mathematics, Maasai Mara University, Narok, Kenya
  • Edward Njuguna Department of Physical and Applied Mathematics, Maasai Mara University, Narok, Kenya
  • Vincent Marani Department of Physical and Applied Mathematics, Maasai Mara University, Narok, Kenya

Keywords:

Quasi-p-normal, CLass (Q), normal operators, Skew quasi-p-class (Q)

Abstract

Skew quasi-p-class (Q) operator is introduced. We show that this class satisfies Bishop's property. We equally show that this class is isoloid and polaroid. Results linking this class to other classes such as class (Q) are also given and a result showing that this class doesn't preserve similarity of operators is outlined.

 

 

Author Biographies

Wanjala Victor, Department of Physical and Applied Mathematics, Maasai Mara University, Narok, Kenya

 

 

John Wanyonyi Matuya, Department of Physical and Applied Mathematics, Maasai Mara University, Narok, Kenya

 

 

Edward Njuguna, Department of Physical and Applied Mathematics, Maasai Mara University, Narok, Kenya

 

 

Vincent Marani, Department of Physical and Applied Mathematics, Maasai Mara University, Narok, Kenya

 

 

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Published

21-02-2023

How to Cite

Wanjala Victor, John Wanyonyi Matuya, Edward Njuguna, & Vincent Marani. (2023). On Skew Quasi-P-Class (Q) Operators. International Journal of Mathematics And Its Applications, 11(1), 65–74. Retrieved from https://ijmaa.in/index.php/ijmaa/article/view/943

Issue

Vol. 11 No. 1 (2023)

Section

Research Article

License

Creative Commons License

This work is licensed under a Creative Commons Attribution-NonCommercial 4.0 International License.

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