Browsing by Subject "n-square normal operators; metrically equivalent operators; square metrically equivalent operators; square normal operators; unitary operators."

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On (n,m)-Square Metrically Equivalent Operators

Gichunge Christopher M, John Matuya, Edward Njuguna and Victor Wanjala (2025-09)

We introduce and study a new equivalence relation among bounded linear operators, termed (n,m)-Square Metrically Equivalent Operators. Given positive integers n and m, two bounded linear operators A and B are said to ...
On Bishop’s Property of n-Square Metrically Equivalent Operators

Gichunge Christopher M, John Matuya, Edward Njuguna and Victor Wanjala (2025-08)

We introduce a new operator equivalence relation termed as n-Square Metrically Equivalent Operators. Given a positive integer n, two bounded linear operators A and B are said to be square metrically equivalent operators ...

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