The inverse relation is also called the converse relation or transpose relation (in view of its similarity with the transpose of a matrix: these are the most familiar examples of dagger categories), and may be written as LC, LT, L~ or .
Note that, despite the notation, the converse relation is not an inverse in the sense of composition of relations: in general.
Read more about Inverse Relation: Properties, Examples, Inverse Relation of A Function
Famous quotes containing the words inverse and/or relation:
“The quality of moral behaviour varies in inverse ratio to the number of human beings involved.”
—Aldous Huxley (1894–1963)
“Unaware of the absurdity of it, we introduce our own petty household rules into the economy of the universe for which the life of generations, peoples, of entire planets, has no importance in relation to the general development.”
—Alexander Herzen (1812–1870)