Matches in DBpedia 2015-10 for { ?s ?p "In geometry, the limiting points of two disjoint circles A and B in the Euclidean plane are points p that may be defined by any of the following equivalent properties:The pencil of circles defined by A and B contains a degenerate (radius zero) circle centered at p.Every circle or line that is perpendicular to both A and B passes through p.An inversion centered at p transforms A and B into concentric circles.The midpoint of the two limiting points is the point where the radical axis of A and B crosses the line through their centers. "@en }
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- Limiting_point_(geometry) comment "In geometry, the limiting points of two disjoint circles A and B in the Euclidean plane are points p that may be defined by any of the following equivalent properties:The pencil of circles defined by A and B contains a degenerate (radius zero) circle centered at p.Every circle or line that is perpendicular to both A and B passes through p.An inversion centered at p transforms A and B into concentric circles.The midpoint of the two limiting points is the point where the radical axis of A and B crosses the line through their centers. ".