The elements of geometry are points, lines and planes, together with Space and Nothing. In Euclidian geometry, we observe these as if we are point-centered beings concerned with extensive measurement.
In non-Euclidian, or 'projective' geometry, we are 'planar' beings observing spatial relations, free of measurement, as dynamic and transformational. This polar opposite vision of intensive space reveals remarkable secrets. In this fascinating and useful book, expert Lawrence Edwards invites the reader to discover these secrets through practical exercises in creative geometry. Topics include: the elements of geometry, duality, collineation, cross ratio, the circling and step measure, conics and the nature of a curve.
The elements of geometry are points, lines and planes, together with Space and Nothing. In Euclidian geometry, we observe these as if we are point-centered beings concerned with extensive measurement.
In non-Euclidian, or 'projective' geometry, we are 'planar' beings observing spatial relations, free of measurement, as dynamic and transformational. This polar opposite vision of intensive space reveals remarkable secrets. In this fascinating and useful book, expert Lawrence Edwards invites the reader to discover these secrets through practical exercises in creative geometry. Topics include: the elements of geometry, duality, collineation, cross ratio, the circling and step measure, conics and the nature of a curve.
Projective Geometry
352
Projective Geometry
352Paperback
Product Details
| ISBN-13: | 9781782509462 |
|---|---|
| Publisher: | Floris Books |
| Publication date: | 04/08/2025 |
| Pages: | 352 |
| Product dimensions: | 6.10(w) x 9.20(h) x (d) |