Homotopy Type Theory
Archimedean ordered abelian group > history (Rev #4, changes)
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Definition
< Archimedean group
Given an ordered abelian group , let us inductively define the left action as
With strict order
is an Archimedean ordered abelian group if there is a family of dependent terms
With positivity
is an Archimedean ordered abelian group if there is a family of dependent terms
Examples
See also
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