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- Map_folding abstract "In combinatorial mathematics the map folding problem is the question of how many ways there are to fold a rectangular map along its creases. A related problem called the stamp folding problem is how many ways there are to fold a strip of stamps.For example, there are six ways to fold a strip of three different stamps:File:Stampfoldings1x3.pngAnd there are eight ways to fold a 2×2 map along its creases:350 pxThe problem is related to a problem in the mathematics of origami of whether a square with a crease pattern can be folded to a flat figure. Some simple extensions to the problem of folding a map are NP-complete.".
- Map_folding thumbnail Stampfoldings1x3.png?width=300.
- Map_folding wikiPageExternalLink FoldingAStripOfLabeledStamps.
- Map_folding wikiPageID "26185707".
- Map_folding wikiPageRevisionID "602345619".
- Map_folding hasPhotoCollection Map_folding.
- Map_folding title "Map Folding".
- Map_folding urlname "MapFolding".
- Map_folding subject Category:Paper_folding.
- Map_folding comment "In combinatorial mathematics the map folding problem is the question of how many ways there are to fold a rectangular map along its creases.".
- Map_folding label "Map folding".
- Map_folding sameAs m.0b7596b.
- Map_folding sameAs Q6753749.
- Map_folding sameAs Q6753749.
- Map_folding wasDerivedFrom Map_folding?oldid=602345619.
- Map_folding depiction Stampfoldings1x3.png.
- Map_folding isPrimaryTopicOf Map_folding.
