closure operator वाक्य
उदाहरण वाक्य
मोबाइल
- The closed sets can be determined from the closure operator; a set is closed if it is equal to its own closure.
- A "'Galois insertion "'of into is a Galois connection in which the closure operator is the identity on.
- The compositions and are the associated closure operators; they are monotone idempotent maps with the property for all in and for all in.
- The set " S " must be a subset of a closed set in order for the closure operator to be defined.
- *PM : properties of the closure operator, id = 4474-- WP guess : properties of the closure operator-- Status:
- *PM : properties of the closure operator, id = 4474-- WP guess : properties of the closure operator-- Status:
- *PM : properties of the closure operator, id = 7075-- WP guess : properties of the closure operator-- Status:
- *PM : properties of the closure operator, id = 7075-- WP guess : properties of the closure operator-- Status:
- Since the identity function is a closure operator too, this shows that the complete lattices are exactly the images of closure operators on complete lattices.
- Since the identity function is a closure operator too, this shows that the complete lattices are exactly the images of closure operators on complete lattices.
- Every interior algebra can be represented as a preorder field with its interior and closure operators corresponding to those of the Alexandrov topology induced by the preorder.
- The closure of sets with respect to some operation defines a "'closure operator "'on the subsets of " X ".
- Closure operators are also called " "'hull operators "'", which prevents confusion with the " closure operators " studied in topology.
- Closure operators are also called " "'hull operators "'", which prevents confusion with the " closure operators " studied in topology.
- In accordance with such a point of view, Tarski, Brown, Suszko and other authors proposed a general approach to logic based on closure operator theory.
- The associated closure operator on subgroups of G is \ bar H = HN; the associated kernel operator on subgroups of G / N is the identity.
- A strongly minimal set, equipped with the closure operator given by algebraic closure in the model-theoretic sense, is an infinite matroid, or pregeometry.
- *PM : proof of properties of the closure operator, id = 5638-- WP guess : proof of properties of the closure operator-- Status:
- *PM : proof of properties of the closure operator, id = 5638-- WP guess : proof of properties of the closure operator-- Status:
- The closure operator " closes " a given set by mapping it to a closed set which contains the original set and all points close to it.
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