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- Apeirogon abstract "In Euclidean geometry, an apeirogon is a degenerate polygon with a countably infinite number of sides.Like any polygon, it is a sequence of line segments (edges) and angles (corners). But whereas an ordinary polygon has no ends because it is a closed circuit, an apeirogon can also have no ends because you can never make the infinite number of steps needed to get to the end in either direction.Two apeirogons can tessellate the plane, and the Schläfli symbol for this tessellation is {∞, 2}.".
- Apeirogon thumbnail Regular_apeirogon.png?width=300.
- Apeirogon wikiPageID "5658261".
- Apeirogon wikiPageRevisionID "632026234".
- Apeirogon anchor "Apeirogon".
- Apeirogon author "Russell, Robert A.".
- Apeirogon dual "Self-dual".
- Apeirogon edges "Infinity".
- Apeirogon hasPhotoCollection Apeirogon.
- Apeirogon name "Regular apeirogon".
- Apeirogon schl%C3%A4fli "{∞}".
- Apeirogon title "Apeirogon".
- Apeirogon urlname "Apeirogon".
- Apeirogon subject Category:Infinity.
- Apeirogon subject Category:Polygons.
- Apeirogon type Abstraction100002137.
- Apeirogon type Attribute100024264.
- Apeirogon type Figure113862780.
- Apeirogon type PlaneFigure113863186.
- Apeirogon type Polygon113866144.
- Apeirogon type Polygons.
- Apeirogon type Shape100027807.
- Apeirogon comment "In Euclidean geometry, an apeirogon is a degenerate polygon with a countably infinite number of sides.Like any polygon, it is a sequence of line segments (edges) and angles (corners). But whereas an ordinary polygon has no ends because it is a closed circuit, an apeirogon can also have no ends because you can never make the infinite number of steps needed to get to the end in either direction.Two apeirogons can tessellate the plane, and the Schläfli symbol for this tessellation is {∞, 2}.".
- Apeirogon label "Apeirogon".
- Apeirogon label "Apeirógono".
- Apeirogon label "Безкрайноъгълник".
- Apeirogon sameAs Apeirógono.
- Apeirogon sameAs m.0dyp90.
- Apeirogon sameAs Q4779316.
- Apeirogon sameAs Q4779316.
- Apeirogon sameAs Apeirogon.
- Apeirogon wasDerivedFrom Apeirogon?oldid=632026234.
- Apeirogon depiction Regular_apeirogon.png.
- Apeirogon isPrimaryTopicOf Apeirogon.