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NEW BROWDER AND WEYL TYPE THEOREMS
Berkani, Mohammed,Kachad, Mohammed Korean Mathematical Society 2015 대한수학회보 Vol.52 No.2
In this paper we introduce and study the new properties ($W_{\Pi}$), ($UW_{{\Pi}_a}$), ($UW_E$) and ($UW_{\Pi}$). The main goal of this paper is to study relationship between these new properties and other Weyl type theorems. Moreover, we reconsider several earlier results obtained respectively in [11], [18], [14], [1] and [13] for which we give stronger versions.
NEW BROWDER AND WEYL TYPE THEOREMS
Mohammed Berkani,Mohammed Kachad 대한수학회 2015 대한수학회보 Vol.52 No.2
In this paper we introduce and study the new properties (W∏), (UW∏a), (UWE) and (UW∏). The main goal of this paper is to study relationship between these new properties and other Weyl type theorems. Moreover, we reconsider several earlier results obtained respec- tively in [11], [18], [14], [1] and [13] for which we give stronger versions.