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- De_Bruijn's_theorem abstract "In a 1969 paper, Dutch mathematician Nicolaas Govert de Bruijn proved several results about packing congruent rectangular bricks (of any dimension) into larger rectangular boxes, in such a way that no space is left over. One of these results is now known as de Bruijn's theorem. According to this theorem, a "harmonic brick" (one in which each side length is a multiple of the next smaller side length) can only be packed into a box whose dimensions are multiples of the brick's dimensions.".
- De_Bruijn's_theorem thumbnail De_Bruijn_theorem_coloring.svg?width=300.
- De_Bruijn's_theorem wikiPageID "24740280".
- De_Bruijn's_theorem wikiPageRevisionID "571781426".
- De_Bruijn's_theorem hasPhotoCollection De_Bruijn's_theorem.
- De_Bruijn's_theorem title "de Bruijn's Theorem".
- De_Bruijn's_theorem urlname "deBruijnsTheorem".
- De_Bruijn's_theorem subject Category:Theorems_in_discrete_geometry.
- De_Bruijn's_theorem type Abstraction100002137.
- De_Bruijn's_theorem type Communication100033020.
- De_Bruijn's_theorem type Message106598915.
- De_Bruijn's_theorem type Proposition106750804.
- De_Bruijn's_theorem type Statement106722453.
- De_Bruijn's_theorem type Theorem106752293.
- De_Bruijn's_theorem type TheoremsInDiscreteGeometry.
- De_Bruijn's_theorem type TheoremsInDiscreteMathematics.
- De_Bruijn's_theorem comment "In a 1969 paper, Dutch mathematician Nicolaas Govert de Bruijn proved several results about packing congruent rectangular bricks (of any dimension) into larger rectangular boxes, in such a way that no space is left over. One of these results is now known as de Bruijn's theorem. According to this theorem, a "harmonic brick" (one in which each side length is a multiple of the next smaller side length) can only be packed into a box whose dimensions are multiples of the brick's dimensions.".
- De_Bruijn's_theorem label "De Bruijn's theorem".
- De_Bruijn's_theorem sameAs m.080bx9_.
- De_Bruijn's_theorem sameAs Q5244285.
- De_Bruijn's_theorem sameAs Q5244285.
- De_Bruijn's_theorem sameAs De_Bruijn's_theorem.
- De_Bruijn's_theorem wasDerivedFrom De_Bruijn's_theorem?oldid=571781426.
- De_Bruijn's_theorem depiction De_Bruijn_theorem_coloring.svg.
- De_Bruijn's_theorem isPrimaryTopicOf De_Bruijn's_theorem.
