right-uniqueness
property of binary relations
Press Enter · cited answer in seconds
0 sources
right-uniqueness
Summary
right-uniqueness is a mathematical property[1].
Key Facts
- right-uniqueness's instance of is recorded as mathematical property[2].
- right-uniqueness's different from is recorded as left-uniqueness[3].
- right-uniqueness's different from is recorded as right-totality[4].
- right-uniqueness's defining formula is recorded as \forall (x, y, z) \in X \times Y^2,\quad x \mathcal{R} y \land x \mathcal{R} z \implies y=z[5].
- right-uniqueness's maintained by WikiProject is recorded as WikiProject Mathematics[6].
- right-uniqueness's in defining formula is recorded as x[7].
- right-uniqueness's in defining formula is recorded as y[8].
- right-uniqueness's in defining formula is recorded as z[9].
- right-uniqueness's in defining formula is recorded as X[10].
- right-uniqueness's in defining formula is recorded as Y[11].
- right-uniqueness's in defining formula is recorded as \mathcal{R}[12].
- right-uniqueness's characteristic of is recorded as binary relation[13].