Ontify
⌘
S
⌘
S
Share
Projection
Idempotent mapping of a set into its subset.
Wikipedia | Projection (Mathematics)
External Pages About Projection
Encyclopædia Britannica Online
Statements about
Projection
Described by Source
New Encyclopedic Dictionary
Armenian Soviet Encyclopedia, Vol. 9
Page(s)
:
443
Encyclopædia Britannica 11th Edition
Subclass Of
Surjective Function
Function
Idempotent Function
Has Characteristic
Domain of a Partial Function
Subset
Part Of
:
Domain of a Partial Function
Idempotence
Different From
Projection
Instance Of
Geometric Concept
Statement Is Subject Of
:
Q44712650
Statement Is Subject Of
:
1911 Encyclopædia Britannica/Projection
Wikidata
