A
R
in A if it satisfies the property
relations, the report called the relationship order. Define the order relation : A report R is an order relation if and only if it is antisymmetric and transitive. Example: A = {1, 2, 3, 4, 5, 6, 7, 8} Report R defined by
open proposition p (x, y) 'x precedes y "with x, y ∈ A (x and y belong to A)
R is a relation of order because it is:
antisymmetric: Taken every element of A x and y, where x is related to y, y is not related to x (where 1 precedes 2, 2 does not precede 1); Transitive: I took three elements x, y and z of A, if x is related Yey is related to z, but x is related to z (if above 4 5:05 6 above, even above 4 5);
Symbol
report on the keyboard
"
~ or ~"
Finally, a relation of order can be either reflective, not reflexive, that glare, but must be
- antisymmetric and transitive.
- Insights: Order in-depth report
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