Straight lines defined for a triangle

Central line (geometry)

In geometry, central lines are certain special straight lines that lie in the plane of a triangle. The special property that distinguishes a straight line as a central line is manifested via the equation of the line in trilinear coordinates. This special property is related to the concept of triangle center also. The concept of a central line was introduced by Clark Kimberling in a paper published in 1994. (Wikipedia).

Central line (geometry)
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Related pages

Modern triangle geometry | Encyclopedia of Triangle Centers | Nagel point | Centroid | Symmedian point | Medial triangle | Euler line | Nine-point center | Triangle center | Trilinear polarity | Incenter | Circumcenter | Spieker center | Triangle conic | Perspective (geometry) | Trilinear coordinates | Isogonal conjugate | Tangential triangle | Orthocenter | Geometry | Triangle | Plane (geometry)