Homotopy Type Theory groupoid enriched in monoids > history (changes)

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Definition

A groupoid enriched in monoids consists of

• A type $A$
• A enricher-in-monoids
  $$\eta_\mathrm{Mon}: \prod_{(a:A)} \prod_{(b:A)} \mathrm{isMonoid}(a = b)$$

See also

• groupoid

• monoid