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On Centers and Central Lines of Triangles in the Elliptic Plane

Published 17 May 2017 in math.MG | (1705.06187v3)

Abstract: We determine barycentric coordinates of triangle centers in the elliptic plane. The main focus is put on centers that lie on lines whose euclidean limit (triangle excess --> 0) is the Euler line or the Brocard line. We also investigate curves which can serve in elliptic geometry as substitutes for the euclidean nine-point-circle, the first Lemoine circle or the apollonian circles.

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