<--- Back to Details
First PageDocument Content
Quaternions / Algebraic topology / Geometric topology / Rotational symmetry / Lie groups / Hopf fibration / Rotation / 3-sphere / Axis-angle representation / Geometry / Algebra / Abstract algebra
Date: 2013-09-27 11:27:26
Quaternions
Algebraic topology
Geometric topology
Rotational symmetry
Lie groups
Hopf fibration
Rotation
3-sphere
Axis-angle representation
Geometry
Algebra
Abstract algebra

Add to Reading List

Source URL: csunix1.lvc.edu

Download Document from Source Website

File Size: 196,43 KB

Share Document on Facebook

Similar Documents

3D computer graphics / Analytic geometry / Orientation / Euclidean geometry / Quaternions and spatial rotation / Rotation / Euler angles / Axis-angle representation / Gimbal lock / Geometry / Physics / Angle

Quaternion to Euler Angle Conversion for Arbitrary Rotation Sequence Using Geometric Methods Noel H. Hughes* Braxton Technologies, Colorado Springs, Colorado, Nomenclature

DocID: 12i1c - View Document

Angle / Analytic geometry / Euclidean geometry / Rotational symmetry / Rotation / Euler angles / Quaternion / Axis-angle representation / Cartesian coordinate system / Geometry / Physics / Orientation

Understanding Rotations Jim Van Verth Senior Engine Programmer, Insomniac Games Introductions. Name a little misleading, as truly understanding

DocID: 11B9n - View Document

Angle / Analytic geometry / Orientation / Euler angles / Rotation / Kinematics / Axis-angle representation / Equations of motion / Conversion between quaternions and Euler angles / Geometry / Physics / Classical mechanics

Kinematics of moving frames

DocID: Z1yv - View Document

Geometry / Regional Reference Frame Sub-Commission for Europe / European Terrestrial Reference System / Motion / Geodetic network / Helmert transformation / Velocity / Axis-angle representation / Plate tectonics / Geodesy / Measurement / Physics

217 Transformation from ITRF to ETRF89 (EUREF89) in Norway T. NØRBECH, H.-P. PLAG1 Abstract

DocID: Prat - View Document

Rotational symmetry / Lie groups / Angle / Analytic geometry / Orientation / Rotation matrix / Rotation / Quaternion / Axis-angle representation / Geometry / Physics / Mathematics

Package ‘rotations’ July 2, 2014 Type Package Title Tools for Working with Rotation Data Version 1.2 Author Bryan Stanfill , Heike Hofmann

DocID: Fe9u - View Document