Assertion: isomorphism | /r/HasProperty | bijective function
Facets:
value: in french
type: OTHER
value: in mathematics
type: OTHER
Source sentences:
text: \sqsubseteq } , then an isomorphism from X to Y is a bijective function ƒ:
text: In French: In mathematics, an isomorphism between two structured sets is a bijective function which preserves the structure and whose inverse preserves the structure.
text: For example, R is an ordering ≤ and S an ordering ⊑ {displaystyle scriptstyle sqsubseteq } , then an isomorphism from X to Y is a bijective function ƒ: