New additive results of *-DMP elements on Banach algebras
Ali Ghaffari, Fatemeh Zamiri, Marjan Sheibani
TL;DR
This paper investigates the conditions under which the sum of two DMP elements in a Banach algebra with involution remains DMP, providing new additive results in this mathematical context.
Contribution
It introduces new necessary and sufficient conditions for the sum of DMP elements to be DMP in Banach algebras with involution.
Findings
Established criteria for DMP sum stability
Extended understanding of DMP elements in Banach algebras
Provided mathematical conditions for additive properties
Abstract
We present new additive results for DMP elements in a Banach algebra with involution. The necessary and sufficient conditions under which the sum of two DMP elements is DMP are investigated.
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Taxonomy
TopicsSynthesis and properties of polymers · Silicone and Siloxane Chemistry