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- Inversive_distance abstract "Inversive distance (usually denoted as δ) is a way of measuring the "distance" between two non-intersecting circles α and β. If α and β are inverted with respect to a circle centered at one of the limiting points of the pencil of α and β, then α and β will invert into concentric circles. If those concentric circles have radii a' and b', then the inversive distance is defined asAlternatively, if a and b are the radii of α and β (as opposed to their images), and c is the distance between their centers, then the inversive distance δ may be calculated directly by the formula".
- Inversive_distance wikiPageID "18849148".
- Inversive_distance wikiPageRevisionID "587184723".
- Inversive_distance hasPhotoCollection Inversive_distance.
- Inversive_distance subject Category:Inversive_geometry.
- Inversive_distance comment "Inversive distance (usually denoted as δ) is a way of measuring the "distance" between two non-intersecting circles α and β. If α and β are inverted with respect to a circle centered at one of the limiting points of the pencil of α and β, then α and β will invert into concentric circles.".
- Inversive_distance label "Distancia inversiva".
- Inversive_distance label "Inversive distance".
- Inversive_distance sameAs Distancia_inversiva.
- Inversive_distance sameAs m.04gnzgd.
- Inversive_distance sameAs Q6060481.
- Inversive_distance sameAs Q6060481.
- Inversive_distance wasDerivedFrom Inversive_distance?oldid=587184723.
- Inversive_distance isPrimaryTopicOf Inversive_distance.