**Definition**: Equivalence Class

The elements $x$ of the set $V$, which are equivalent to a given element $a\in V$, i.e. the set $[a]:=\{x\in V, x\sim a\}$ is called the **equivalence class** of \(a\).

| | | | | Contributors: *bookofproofs* | References: [573]

(none)

[573] **Schmidt Gunther, StrÃ¶hlein Thomas**: “Relationen und Graphen”, Springer-Verlag, 1989

FeedsAcknowledgmentsTerms of UsePrivacy PolicyImprint

© 2018 Powered by BooOfProofs, All rights reserved.

© 2018 Powered by BooOfProofs, All rights reserved.