Projective Geometry—((ARC-RATIO)).—S.B’s Theorems
Surajit Bhattachaaryya
Abstract
Surajit Bhattachaaryya
Abstract
In Projective geometry we never measure anything as in Euclidean geometry ; instead , we relate one set ofpoints to another by a projectivity. Generally , Projective geometry is a part of education in generalmathematics like Differential equation , Operation research and Statistics , Dynamics , Statics etc .Furthermore, projective geometry is very much prerequisite for algebraic geometry , one of modern day’s most vigorous ,interesting and exciting branches of mathematics on which a lots of research works are due , to be completed .In this paper I have tried to express some new ideas in lucid manner which are logically logical with diagramsand easy for the student audiences.
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In Projective geometry we never measure anything as in Euclidean geometry ; instead , we relate one set ofpoints to another by a projectivity. Generally , Projective geometry is a part of education in generalmathematics like Differential equation , Operation research and Statistics , Dynamics , Statics etc .Furthermore, projective geometry is very much prerequisite for algebraic geometry , one of modern day’s most vigorous ,interesting and exciting branches of mathematics on which a lots of research works are due , to be completed .In this paper I have tried to express some new ideas in lucid manner which are logically logical with diagramsand easy for the student audiences.
Key concepts: Projective geometry, Projective differential geometry, Algebraic geometry, Geometry, Differential geometry, Euclidean geometry, Projective test, Mathematics