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单词 Griffiths Points
释义

Griffiths Points

``The'' Griffiths point is the fixed point in Griffiths' Theorem. Given four points on a Circle and a linethrough the center of the Circle, the four corresponding Griffiths points are Collinear (Tabov 1995).


The points




are known as the first and second Griffiths points, where is the Incenter and Ge is the GergonnePoint.

See also Gergonne Point, Griffiths' Theorem, Incenter, Oldknow Points, Rigby Points


References

Oldknow, A. ``The Euler-Gergonne-Soddy Triangle of a Triangle.'' Amer. Math. Monthly 103, 319-329, 1996.

Tabov, J. ``Four Collinear Griffiths Points.'' Math. Mag. 68, 61-64, 1995.


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