<--- Back to Details
First PageDocument Content
Angle / Orientation / Rotational symmetry / 3D computer graphics / Matrices / Euler angles / Rotation formalisms in three dimensions / Rotation matrix / Axisangle representation / Davenport chained rotations / Rotation group SO / Quaternions and spatial rotation
Date: 2015-07-27 06:53:33
Angle
Orientation
Rotational symmetry
3D computer graphics
Matrices
Euler angles
Rotation formalisms in three dimensions
Rotation matrix
Axisangle representation
Davenport chained rotations
Rotation group SO
Quaternions and spatial rotation

Fused Angles: A Representation of Body Orientation for Balance

Add to Reading List

Source URL: www.ais.uni-bonn.de

Download Document from Source Website

File Size: 608,61 KB

Share Document on Facebook

Similar Documents

Algebra / Abstract algebra / Mathematics / Representation theory / Lie algebras / Matrices / KacMoody algebra / AuslanderReiten theory / Cartan matrix / Symmetric matrix / Sheaf / Semisimple Lie algebra

Proc. Int. Cong. of Math. – 2018 Rio de Janeiro, Vol–124) QUIVERS WITH RELATIONS FOR SYMMETRIZABLE CARTAN MATRICES AND ALGEBRAIC LIE THEORY Christof Geiß

DocID: 1xW2r - View Document

Mathematics / Abstract algebra / Mathematical analysis / Graph / Graph theory / Partial derivative / Valuation / Representation / Voltage graph / operator

Exploiting sparsity in difference-bound matrices Graeme Gange1 , Jorge A. Navas2 , Peter Schachte1 , Harald Søndergaard1 , and Peter J. Stuckey1 1 2

DocID: 1xVoW - View Document

Algebra / Linear algebra / Mathematics / Matrices / MDS matrix / Matrix / Invertible matrix / Symmetric matrix / Hadamard matrix / Involutory matrix / General linear group / Circulant matrix

Shorter Linear Straight-Line Programs for MDS Matrices Yet another XOR Count Paper Thorsten Kranz1 , Gregor Leander1 , Ko Stoffelen2 , Friedrich Wiemer1 1

DocID: 1xU7I - View Document

COLLOQUIUM Shaun Fallat University of Regina Continuous Powers of Certain Positive Matrices

DocID: 1xTTx - View Document

Matrices / Mathematics / Cryptography / MDS matrix / Matrix / Sparse matrices / Symmetric matrix / MDS / Coding theory / Numerical linear algebra

Mixing Layers in Symmetric Crypto Ko Stoffelen Part I Shorter Linear Straight-Line Programs for MDS Matrices

DocID: 1xTP1 - View Document