<style>.perfmatters-lazy[data-src]{display:none!important}</style>

Projective Geometry: A Short Introduction

Author: Edmond Boyer

*Wait a few seconds for the document to load, the time may vary depending on your internet connection. If you prefer, you can download the file by clicking on the link below.

Information

Description: Projective Geometry: A Short Introduction is a comprehensive lecture notes covering projective spaces, lines, planes, transformations, and invariants, crucial for understanding geometric concepts, computer vision, and graphics.

Subject: Geometry

Pages: 27

Megabytes: 0.23 MB

Download

This may interest you

Introduction to geometry

Razvan Gelca

Introduction to Geometry, is a comprehensive lecture note collection covering absolute, Euclidean, and non-Euclidean geometry. It thoroughly explores foundational axioms, congruence, geometric transformations, and advanced concepts like Thales' Theorem and triangle properties, offering a rigorous approach to geometry as a mathematical discipline.

Geometry - Basic, Teacher’s Edition

Kate Dirga, Lori Jordan

Geometry - Basic, Teacher’s Edition is a comprehensive teaching resource designed to introduce fundamental geometric concepts to students. It provides teachers with a wealth of activities, examples, and assessments to facilitate effective instruction.

Natural Operations in Differential Geometry

Ivan Koklar, Peter W. Michor, Jan Slovak

Natural Operations in Differential Geometry. Addresses fundamental concepts in differential geometry such as manifolds, Lie groups, differential forms, beams, connections, jets and natural operators.

Geometry

University of South Carolina

Geometry by University of South Carolina. This document provides a detailed exploration of various geometrical concepts, including Euclidean geometry, non-Euclidean geometries, transformations, and inversions.

Tropical Geometry

Grigory Mikhalkin, Johannes Rau

Tropical Geometry. This document delves into the realm of tropical geometry, exploring topics such as tropical numbers, monomials, affine geometry, and polyhedral structures.