Homotopy Type Theory
Cauchy net > history (Rev #2, changes)
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Definition
In premetric spaces
Let be a Archimedean ordered integral domain with a dense linear order?, let be the semiring? of positive terms in , and let be a -premetric space. Given a directed type , a net is a Cauchy net if
A Cauchy sequence is a Cauchy net whose index type is .
In Cauchy spaces
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See also
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