Elementary Surprises in Projective Geometry
Richard Evan Schwartz, Serge Tabachnikov
TL;DR
This paper introduces eight new configuration theorems in classical projective geometry, expanding on well-known results like Pappus and Pascal, and exploring surprising properties within the field.
Contribution
It presents eight novel configuration theorems in projective geometry, offering new insights and extensions to classical theorems.
Findings
Eight new configuration theorems introduced
Extensions of Pappus and Pascal theorems
Surprising geometric properties revealed
Abstract
We discuss eight new(?) configuration theorems of classical projective geometry in the spirit of the Pappus and Pascal theorems.
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Taxonomy
TopicsMathematics and Applications · History and Theory of Mathematics · Polynomial and algebraic computation