partial orders การใช้

• Various examples of partial orders appear in lattices and Boolean algebras.
• Below are four different Hasse diagrams for this partial order.
• Not every partial order obeys the transitive law for incomparability.
• In this case no partial order for commitment events can be found.
• A meronymy can also be considered a partial order.
• Machiavelli was a Laconophile of a very partial order.
• There are numerous partial orders on a finite set.
• The compare function is included to illustrate a partial order on the states.
• Directed subsets are used in domain theory, which studies directed complete partial orders.
• It follows that the relation defined in this way is only a partial order.
• *An example comes from reversing the direction of inequalities in a partial order.
• Since all concepts are symmetric, this operation preserves the theorems of partial orders.
• The specialization order yields a tool to obtain a partial order from every topology.
• The partial orders of order dimension two include the series-parallel partial orders.
• The partial orders of order dimension two include the series-parallel partial orders.
• The generalization to partial orders was introduced by.
• In other words, iteration is antisymmetric, and thus, a partial order.
• In many regards it just consists of forgetting the partial order of the objects.
• The defining axioms of effect algebras guarantee that d " is a partial order.
• A relation that is reflexive, antisymmetric, and transitive is called a partial order.