Topologies On Spaces Of Continuous Multifunctions
Compact convolution operators between -spaces
Completely continuous multipliers from into
For a locally compact Hausdorff group we investigate what functions in give rise to completely continuous multipliers from into . In the case of a metrizable group we obtain a complete description of such functions. In particular, for compact all in induce completely continuous .
An adaptive parallel projection method for solving convex feasibility problems.
Generalizations of some theorems of Loomis on almost periodic functions.
The convolution-induced topology on (G) and linearly dependent translates in G).
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