Homotopy Type Theory Heyting integral domain > history (Rev #4, changes)

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~~Definition~~

~~Heyting integral domain~~ ~~is a~~ ~~commutative Heyting cancellation ring~~ ~~$(A, +, -, 0, \cdot, 1, #)$~~ ~~with a term~~ ~~$p: 0 # 1$~~ .

~~Examples~~

The integers are a Heyting integral domain.

The rational numbers are a Heyting integral domain

Every discrete integral domain is a Heyting integral domain.

Every Heyting field is a Heyting integral domain.

~~See also~~

ring

integral domain

ordered integral domain

Revision on June 13, 2022 at 00:58:47 by Anonymous?. See the history of this page for a list of all contributions to it.