关于点共线、线共点问题的多种证法(3)

2019-04-02 08:26

[12]姜子英,谈谈高等几何在初等几何中的应用[J].阜阳师范学院学报,1988. [13]陈婵,初等几何题的高等几何解法[J].杭州师范学院学报,1997. [14]关丽娟,高等几何与初等几何的相融性[J].高师理科学刊.2007.

[15]Ayres.F.Theory and problems of projective geometry [M].New York: McGraw-Hill, 1967

[16]Dubrovin B.A,Fomenko A.T.,and Novikov S.P.,Modern Geometry-Methods and Applications[M].Part

I-The Geometry of Surfaces Transformation Groups and Fields,1992

About collinear points, total points line issue multiple certificates law

Student :Jia Juan Tutor: Yang Hui

Abstract: In elementary geometry, we often encounter the point collinear line of point problem in this regard. The basic invariant projective geometry is a combination of points and lines, so point collinear line is one of the main points of the study of projective geometry. For point collinear line of point solutions, there are many problems, this paper mainly discussed is the use of projective geometry and elementary geometric methods to solve such problems, found by comparing the specific problems which method is more appropriate, as well as problem-solving time issues that need attention. Keywords:Projective transformation; Desargues theorem; complete quadrangle ; Ceva theorem

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