Product of group subsets
id:
product-of-group-subsets-305-815841
title:
Product of group subsets
text:
In mathematics, one can define a product of group subsets in a natural way. If S and T are subsets of a group G, then their product is the subset of G defined by The subsets S and T need not be subgroups for this product to be well defined. The associativity of this product follows from that of the group product. The product of group subsets therefore defines a natural monoid structure on the power set of G. A lot more can be said in the case where S and T are subgroups. The product of two subgr
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wiki
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encyclopedia
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https://en.wikipedia.org/wiki/Product_of_group_subsets
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date modified:
2022-07-13T15:53:53Z
main entity:
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