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- Peano_curve abstract "In geometry, the Peano curve is the first example of a space-filling curve to be discovered, by Giuseppe Peano in 1890. Peano's curve is a surjective, continuous function from the unit interval onto the unit square, however it is not injective. Peano was motivated by an earlier result of Georg Cantor that these two sets have the same cardinality. Because of this example, some authors use the phrase "Peano curve" to refer more generally to any space-filling curve.".
- Peano_curve thumbnail Peanocurve.svg?width=300.
- Peano_curve wikiPageID "358330".
- Peano_curve wikiPageLength "4123".
- Peano_curve wikiPageOutDegree "16".
- Peano_curve wikiPageRevisionID "638141026".
- Peano_curve wikiPageWikiLink Cardinality.
- Peano_curve wikiPageWikiLink Category:Continuous_mappings.
- Peano_curve wikiPageWikiLink Category:Fractal_curves.
- Peano_curve wikiPageWikiLink Continuous_function.
- Peano_curve wikiPageWikiLink Geometry.
- Peano_curve wikiPageWikiLink Georg_Cantor.
- Peano_curve wikiPageWikiLink Giuseppe_Peano.
- Peano_curve wikiPageWikiLink Hilbert_curve.
- Peano_curve wikiPageWikiLink Injective_function.
- Peano_curve wikiPageWikiLink Limit_(mathematics).
- Peano_curve wikiPageWikiLink Onto.
- Peano_curve wikiPageWikiLink Space-filling_curve.
- Peano_curve wikiPageWikiLink Surjective_function.
- Peano_curve wikiPageWikiLink Unit_interval.
- Peano_curve wikiPageWikiLink Unit_square.
- Peano_curve wikiPageWikiLink File:Peanocurve.svg.
- Peano_curve wikiPageWikiLinkText "Peano curve".
- Peano_curve wikiPageWikiLinkText "Peano".
- Peano_curve hasPhotoCollection Peano_curve.
- Peano_curve wikiPageUsesTemplate Template:About.
- Peano_curve wikiPageUsesTemplate Template:Fractals.
- Peano_curve wikiPageUsesTemplate Template:Reflist.
- Peano_curve subject Category:Continuous_mappings.
- Peano_curve subject Category:Fractal_curves.
- Peano_curve hypernym Example.
- Peano_curve type Building.
- Peano_curve type Function.
- Peano_curve type Mapping.
- Peano_curve comment "In geometry, the Peano curve is the first example of a space-filling curve to be discovered, by Giuseppe Peano in 1890. Peano's curve is a surjective, continuous function from the unit interval onto the unit square, however it is not injective. Peano was motivated by an earlier result of Georg Cantor that these two sets have the same cardinality. Because of this example, some authors use the phrase "Peano curve" to refer more generally to any space-filling curve.".
- Peano_curve label "Peano curve".
- Peano_curve sameAs Peanova_křivka.
- Peano_curve sameAs Peano-Kurve.
- Peano_curve sameAs Curva_de_Peano.
- Peano_curve sameAs Courbe_de_Peano.
- Peano_curve sameAs עקום_פאנו.
- Peano_curve sameAs Curva_di_Peano.
- Peano_curve sameAs 페아노_곡선.
- Peano_curve sameAs Peano-kromme.
- Peano_curve sameAs Krzywa_Peano.
- Peano_curve sameAs Curva_ëd_Peano.
- Peano_curve sameAs Curva_de_Peano.
- Peano_curve sameAs m.0r8lhny.
- Peano_curve sameAs Кривая_Пеано.
- Peano_curve sameAs Peanos_kurva.
- Peano_curve sameAs Крива_Пеано.
- Peano_curve sameAs Q1725409.
- Peano_curve sameAs Q1725409.
- Peano_curve sameAs 皮亚诺曲线.
- Peano_curve wasDerivedFrom Peano_curve?oldid=638141026.
- Peano_curve depiction Peanocurve.svg.
- Peano_curve isPrimaryTopicOf Peano_curve.