Additive maps preserving the ascent and descent of operators |
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Authors: | M. Bendaoud M. Sarih |
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Affiliation: | aDépartement de Mathématiques, Faculté des Sciences, University Moulay Ismail Meknès, Morocco |
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Abstract: | Let and be the algebras of all bounded linear operators on infinite dimensional complex Banach spaces X and Y, respectively. We characterize additive maps from onto preserving different quantities such as the nullity, the defect, the ascent, and the descent of operators. |
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Keywords: | Ascent Descent Jordan isomorphism Additive preservers |
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