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- Latin_rectangle abstract "In combinatorial mathematics, a Latin rectangle is an r × n matrix that has the numbers 1, 2, 3, ..., n as its entries with no number occurring more than once in any row or column where r ≤ n. An n × n Latin rectangle is called a Latin square. If r < n, then it is possible to append n − r rows to an r × n Latin rectangle to form a Latin square, using Hall's marriage theorem.In statistics, Latin rectangles have applications in the design of experiments.".
- Latin_rectangle wikiPageID "26464655".
- Latin_rectangle wikiPageRevisionID "500243123".
- Latin_rectangle hasPhotoCollection Latin_rectangle.
- Latin_rectangle subject Category:Design_of_experiments.
- Latin_rectangle subject Category:Latin_squares.
- Latin_rectangle subject Category:Statistical_terminology.
- Latin_rectangle type GeographicalArea108574314.
- Latin_rectangle type LatinSquares.
- Latin_rectangle type Location100027167.
- Latin_rectangle type Object100002684.
- Latin_rectangle type PhysicalEntity100001930.
- Latin_rectangle type PublicSquare108619620.
- Latin_rectangle type Region108630985.
- Latin_rectangle type Tract108673395.
- Latin_rectangle type YagoGeoEntity.
- Latin_rectangle type YagoLegalActorGeo.
- Latin_rectangle type YagoPermanentlyLocatedEntity.
- Latin_rectangle comment "In combinatorial mathematics, a Latin rectangle is an r × n matrix that has the numbers 1, 2, 3, ..., n as its entries with no number occurring more than once in any row or column where r ≤ n. An n × n Latin rectangle is called a Latin square. If r < n, then it is possible to append n − r rows to an r × n Latin rectangle to form a Latin square, using Hall's marriage theorem.In statistics, Latin rectangles have applications in the design of experiments.".
- Latin_rectangle label "Latin rectangle".
- Latin_rectangle sameAs m.0bbthms.
- Latin_rectangle sameAs Q6496545.
- Latin_rectangle sameAs Q6496545.
- Latin_rectangle sameAs Latin_rectangle.
- Latin_rectangle wasDerivedFrom Latin_rectangle?oldid=500243123.
- Latin_rectangle isPrimaryTopicOf Latin_rectangle.