Abstract We describe a simple and general construction scheme for describing mathematical structures on domain ω 1 . Natural requirements on this scheme will reduce the nonseparable structural properties of… Click to show full abstract
Abstract We describe a simple and general construction scheme for describing mathematical structures on domain ω 1 . Natural requirements on this scheme will reduce the nonseparable structural properties of the resulting mathematical object to some finite-dimensional problems that are easy to state and frequently also easy to solve. To illustrate usefulness of this scheme we give some applications mainly towards compact convex sets and normed spaces.
               
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