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Relation mathematics - Remarks |  | Relation mathematics - Remarks: Encyclopedia II - Relation mathematics - Remarks |  | Relations are classified according to the number of sets in the cartesian product, in other words the number of terms in the expression:
Unary relation or property: L(u)
Binary relation: L(u, v) or u L v
Ternary relation: L(u, v, w)
Quaternary relation: L(u, v, w, x)
Relations with more than four terms are usually referred to a ...
See also:Relation mathematics, Relation mathematics - Informal introduction, Relation mathematics - Example: divisibility, Relation mathematics - Formal definitions, Relation mathematics - Example: coplanarity, Relation mathematics - Remarks, Relation mathematics - Bibliography |  | | Relation mathematics, Relation mathematics - Bibliography, Relation mathematics - Example: coplanarity, Relation mathematics - Example: divisibility, Relation mathematics - Formal definitions, Relation mathematics - Informal introduction, Relation mathematics - Remarks, Binary relation, Computable predicate, Database, Logic of relatives, Projection |  | |
|  |  | Relation mathematics: Encyclopedia II - Relation mathematics - Remarks
Relation mathematics - Remarks
Relations are classified according to the number of sets in the cartesian product, in other words the number of terms in the expression:
- Unary relation or property: L(u)
- Binary relation: L(u, v) or u L v
- Ternary relation: L(u, v, w)
- Quaternary relation: L(u, v, w, x)
Relations with more than four terms are usually referred to as k-ary, for example, "a 5-ary relation".
Other related archives2-place relation, Binary relation, Bourbaki, N., Charles Hartshorne, Computable predicate, Database, Halmos, P.R., Lawvere, F.W., Logic, Logic of relatives, Paul Weiss, Peirce, C.S., Projection, Relation composition, Relational algebra, Relational database, Relational model, Royce, J., Set theory, Tacit extension, Tarski, A., Ulam, S.M., Venetus, P., arity, binary (base 2) numerals, binary relations, boolean domain, boolean-valued function, cartesian product, characteristic function, computer science, coplanar, dimension, divisibility, domains, equality, extension, formal logic, graph, indicator function, intensions, interpretations, logical comprehension, model theory, order, predicate, predicate calculus, properties, property, relational database, set theory, set-theoretic, sets, subset, symmetric relation, triangular prism, tuples
 Adapted from the Wikipedia article "Remarks", under the G.N U Free Docmentation License. Please also see http://en.wikipedia.org/wiki |
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