Representations into the hyperspace of a compact group |
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| Authors: | R. G. Bilyeu A. Y. W. Lau |
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| Affiliation: | (1) Department of Mathematics, North Texas State University, 76203 Denton, Texas |
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| Abstract: | In [4], Trnková proved that every commutative semigroup is embeddable in the power set of a commutative group under set product. In this paper, we will discuss the topological aspect of it. One such theorem is that the min interval is not embeddable in the hyperspace of a compact group. |
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