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- Menger_sponge abstract "In mathematics, the Menger sponge is a fractal curve. It is a universal curve, in that it has topological dimension one, and any other curve (more precisely: any compact metric space of topological dimension 1) is homeomorphic to some subset of it. It is sometimes called the Menger–Sierpinski sponge or the Sierpinski sponge. It is a three-dimensional extension of the Cantor set and Sierpinski carpet. It was first described by Karl Menger (1926) while exploring the concept of topological dimension.The Menger sponge simultaneously exhibits an infinite surface area and encloses zero volume.".
- Menger_sponge thumbnail Menger-Schwamm-farbig.png?width=300.
- Menger_sponge wikiPageExternalLink Sponge.htm.
- Menger_sponge wikiPageExternalLink MengerSponge.html.
- Menger_sponge wikiPageExternalLink A212596.
- Menger_sponge wikiPageExternalLink extras2.htm.
- Menger_sponge wikiPageExternalLink menger01.html.
- Menger_sponge wikiPageExternalLink mathematics.
- Menger_sponge wikiPageExternalLink 72157594256801666.
- Menger_sponge wikiPageExternalLink 337024546.
- Menger_sponge wikiPageExternalLink 72157621702780335.
- Menger_sponge wikiPageExternalLink Menger2.html.
- Menger_sponge wikiPageExternalLink Splashes.
- Menger_sponge wikiPageExternalLink phototemplate.php?Id=1737.
- Menger_sponge wikiPageExternalLink 28math-menger.html?_r=1.
- Menger_sponge wikiPageExternalLink Optimized%20Menger%20Sponges.htm.
- Menger_sponge wikiPageID "208811".
- Menger_sponge wikiPageRevisionID "595687399".
- Menger_sponge authorlink "Karl Menger".
- Menger_sponge first "Karl".
- Menger_sponge hasPhotoCollection Menger_sponge.
- Menger_sponge last "Menger".
- Menger_sponge year "1926".
- Menger_sponge subject Category:Cubes.
- Menger_sponge subject Category:Curves.
- Menger_sponge subject Category:Fractals.
- Menger_sponge subject Category:Topological_spaces.
- Menger_sponge type Abstraction100002137.
- Menger_sponge type Attribute100024264.
- Menger_sponge type Cognition100023271.
- Menger_sponge type Cube113916721.
- Menger_sponge type Cubes.
- Menger_sponge type Curve113867641.
- Menger_sponge type Curves.
- Menger_sponge type Form105930736.
- Menger_sponge type Fractal105931152.
- Menger_sponge type Fractals.
- Menger_sponge type Line113863771.
- Menger_sponge type MathematicalSpace108001685.
- Menger_sponge type Polyhedron113883885.
- Menger_sponge type PsychologicalFeature100023100.
- Menger_sponge type RegularPolyhedron113915999.
- Menger_sponge type Set107999699.
- Menger_sponge type Shape100027807.
- Menger_sponge type Solid113860793.
- Menger_sponge type Space100028651.
- Menger_sponge type Structure105726345.
- Menger_sponge type TopologicalSpaces.
- Menger_sponge comment "In mathematics, the Menger sponge is a fractal curve. It is a universal curve, in that it has topological dimension one, and any other curve (more precisely: any compact metric space of topological dimension 1) is homeomorphic to some subset of it. It is sometimes called the Menger–Sierpinski sponge or the Sierpinski sponge. It is a three-dimensional extension of the Cantor set and Sierpinski carpet.".
- Menger_sponge label "Esponja de Menger".
- Menger_sponge label "Esponja de Menger".
- Menger_sponge label "Kostka Mengera".
- Menger_sponge label "Menger sponge".
- Menger_sponge label "Menger-Schwamm".
- Menger_sponge label "Spons van Menger".
- Menger_sponge label "Spugna di Menger".
- Menger_sponge label "Éponge de Menger".
- Menger_sponge label "Губка Менгера".
- Menger_sponge label "إسفنج مينغر".
- Menger_sponge label "メンガーのスポンジ".
- Menger_sponge label "门格海绵".
- Menger_sponge sameAs Mengerova_houba.
- Menger_sponge sameAs Menger-Schwamm.
- Menger_sponge sameAs Esponja_de_Menger.
- Menger_sponge sameAs Éponge_de_Menger.
- Menger_sponge sameAs Spugna_di_Menger.
- Menger_sponge sameAs メンガーのスポンジ.
- Menger_sponge sameAs Spons_van_Menger.
- Menger_sponge sameAs Kostka_Mengera.
- Menger_sponge sameAs Esponja_de_Menger.
- Menger_sponge sameAs m.01dnqj.
- Menger_sponge sameAs Q749773.
- Menger_sponge sameAs Q749773.
- Menger_sponge sameAs Menger_sponge.
- Menger_sponge wasDerivedFrom Menger_sponge?oldid=595687399.
- Menger_sponge depiction Menger-Schwamm-farbig.png.
- Menger_sponge isPrimaryTopicOf Menger_sponge.
