The p-Gelfand–Phillips property in spaces of operators and Dunford–Pettis like sets
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DOI: 10.1007/s10474-018-0836-5
Abstract: The p-Gelfand–Phillips property (1 $${\leq}$$ ≤p < ∞) is studied in spaces of operators. Dunford–Pettis type like sets are studied in Banach spaces. We discuss Banach spaces X with the property that every p-convergent operator… read more here.
Keywords: operators dunford; phillips property; spaces operators; gelfand phillips ... See more keywords
Gelfand–Phillips Type Properties of Locally Convex Spaces
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DOI: 10.3390/math12223537
Abstract: We let 1≤p≤q≤∞. Being motivated by the classical notions of the Gelfand–Phillips property and the (coarse) Gelfand–Phillips property of order p of Banach spaces, we introduce and study different types of the Gelfand–Phillips property of… read more here.
Keywords: gelfand phillips; convex spaces; locally convex; phillips type ... See more keywords