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Collineation
Projective Geometry: a Short Introduction
Robot Vision: Projective Geometry
Collineations in Perspective
Finite Projective Geometries 243
Estimating Projective Transformation Matrix (Collineation, Homography)
A Modular Compactification of the General Linear Group
Certain Properties of Orbits Under Collineation Groups*
Euclidean Versus Projective Geometry
ON the STRUCTURE of COLLINEATION GROUPS of FINITE PROJECTIVE PLANES by WILLIAM M
Frobenius Collineations in Finite Projective Planes
Parallelisms of Quadric Sets
Foundations of Projective Geometry
Fundamentals of 3D Lecture 4: Debriefing: ICP (Kd-Trees) Homography Graphics Pipeline Frank Nielsen 5 Octobre 2011
Multiperspective Projection and Collineation
Arxiv:1512.05251V2 [Math.CO] 27 Jan 2016 T a Applications
Regular Collineation Groups
Collineation Groups of Projective. Planes and Spaces
Groups of Both Sets Is the Identity. DEFINITION: a Subgroup of Class {P} Will Be Called a Point, One of Class ILI a Line
Top View
1 Introduction 2 the Quadric Reference Surface
Henryk Oryszczyszyn, Krzysztof Prazmowski on PROJECTIONS IN
Central Collineations Collineations Throughout This Chapter We Shall Let P Be a Projective Space of Dimension D > 1
A Theorem in Finite Protective Geometry and Some Applications to Number Theory*
Transformations of Grassmann Spaces I (Preliminary Version)
Fining: a Package for Finite Incidence Geometry
Collineation Groups of Semi-Translation Planes
The Fundamental Theorems of Affine and Projective Geometry Revisited
PSL(2,Q) AS a COLLINEATION GROUP of PROJECTIVE PLANES of SMALL ORDER1 ∼ ABSTRACT
PROJECTIVE GEOMETRY Michel Lavrauw Nesin Mathematics Village
Homography from Point Pairs Projective Transformation, Collineation Revision: 1.4, Dated: September 18, 2006
Classical Groups
Homography Homography Homography 2D Homography (Projective Transformation)
Colligations Uk a Plane with Invaeiant Quadeic Ob Cubic Cueves
Collineation Groups of Generalized André Planes
Multiple View Geometry in Computer Vision
Finite Projective Planes Admitting a Projective Linear Group PSL(2,Q)
Collineations in a Finite Projective Geometry*
Line-Transitive Collineation Groups of Finite Projective Spaces
Base Subsets of the Hilbert Grassmannian
General Linear Group 1 General Linear Group
Linear Transformations and Collineations of Translation Planes
Two Coordinatization Theorems for Projective Planes
1 Projective Spaces
Projective Geometry: from Foundations to Applications
Open Problems Concerning Automorphism Groups of Projective Planes
Chapter 10 Projections and Collineations
Projective Planes of Order <Emphasis Type="Italic">Q</Emphasis> Whose
Dualities and Collineations of Projective and Polar Spaces and of Related Geometries
Homography Homography Homography 2D Homography (Projective Transformation)
A Description of Collineations-Groups of an Affine Plane
Collineations and Generalized Incidence Matrices
Finite Projective Planes with Abelian Transitive Collineation Groups
Some Theorems on the Automorphism Groups of Planar Ternary Rings
Chapter 5 Basics of Projective Geometry
742 Proof of the Non-Isomorphism of Two
2D Projective Geometry
Every Group Is the Automorphism Group of a Rank-3 Matroid