Elements Of Projective Geometry Third Edition Illustrated
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Elements of Projective Geometry - Third Edition - Illustrated
Chapters Include: Central Projection - Figures In Perspective - Homology - Homological Figures In Space - Geometric Forms - The Principle Of Duality - Projective Geometric Forms - Harmonic Forms - Anharmonic Ratios - Construction Of Projective Forms - Particular Cases And Exercises - Involution - Projective Forms In Relation To The Circle - Projective Forms In Relation To The Conic Sections - Constructions And Exercises - Deductions From The Theorems Of Pascal And Brianchon - Desargue's Theorem - Self Corresponding Elements And Double Elements - Problems Of The Second Degree - Pole And Polar - The Center And Diameter Of The Conic - Polar Reciprocal Figures - Foci - Corollaries And Constructions
Elements of Projective Geometry
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