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- Order_dimension abstract "In mathematics, the dimension of a partially ordered set (poset) is the smallest number of total orders the intersection of which gives rise to the partial order.This concept is also sometimes called the order dimension or the Dushnik–Miller dimension of the partial order.Dushnik & Miller (1941) first studied order dimension; for a more detailed treatment of this subject than provided here, see Trotter (1992).".
- Order_dimension thumbnail Order_dimension.svg?width=300.
- Order_dimension wikiPageID "3121852".
- Order_dimension wikiPageRevisionID "567165162".
- Order_dimension hasPhotoCollection Order_dimension.
- Order_dimension subject Category:Dimension_theory.
- Order_dimension subject Category:Order_theory.
- Order_dimension type Agent.
- Order_dimension type Person.
- Order_dimension type Scientist.
- Order_dimension type Person.
- Order_dimension type Q215627.
- Order_dimension type Q5.
- Order_dimension type Agent.
- Order_dimension type NaturalPerson.
- Order_dimension type Thing.
- Order_dimension type Person.
- Order_dimension comment "In mathematics, the dimension of a partially ordered set (poset) is the smallest number of total orders the intersection of which gives rise to the partial order.This concept is also sometimes called the order dimension or the Dushnik–Miller dimension of the partial order.Dushnik & Miller (1941) first studied order dimension; for a more detailed treatment of this subject than provided here, see Trotter (1992).".
- Order_dimension label "Order dimension".
- Order_dimension sameAs m.08svct.
- Order_dimension sameAs Q7100431.
- Order_dimension sameAs Q7100431.
- Order_dimension wasDerivedFrom Order_dimension?oldid=567165162.
- Order_dimension depiction Order_dimension.svg.
- Order_dimension isPrimaryTopicOf Order_dimension.
