[PDF][PDF] Using geometric algebra for navigation in riemannian and hard disc space
W Benger, A Hamilton - researchgate.net
ABSTRACT A “vector” in 3D computer graphics is commonly understood as a triplet of three
floating point numbers, eventually equipped with a set of functions operating on them. This …
floating point numbers, eventually equipped with a set of functions operating on them. This …
[PDF][PDF] Using Geometric Algebra for Navigation in Riemannian and Hard Disc Space
W Benger, A Hamilton, A Hamilton, M Folk, Q Koziol… - academia.edu
ABSTRACT A “vector” in 3D computer graphics is commonly understood as a triplet of three
floating point numbers, eventually equipped with a set of functions operating on them. This …
floating point numbers, eventually equipped with a set of functions operating on them. This …
[PDF][PDF] Using Geometric Algebra for Navigation in Riemannian and Hard Disc Space
W Benger, A Hamilton, A Hamilton, M Folk, Q Koziol… - Citeseer
ABSTRACT A “vector” in 3D computer graphics is commonly understood as a triplet of three
floating point numbers, eventually equipped with a set of functions operating on them. This …
floating point numbers, eventually equipped with a set of functions operating on them. This …
Using Geometric Algebra for Navigation in Riemannian and Hard Disc Space
W Benger, A Hamilton, M Folk, Q Koziol, S Su… - graphics.zcu.cz
A “vector” in 3D computer graphics is commonly understood as three floating point numbers,
equipped with a set of functions operating on them. This hides the fact that there are actually …
equipped with a set of functions operating on them. This hides the fact that there are actually …
Using Geometric Algebra for Navigation in Riemannian and Hard Disc Space
W Benger, A Hamilton, M Folk, Q Koziol… - GraVisMa …, 2009 - geometryalgebra.zcu.cz
A “vector” in 3D computer graphics is commonly understood synonymous to a triplet of three
floating point numbers, eventually equipped with a set of functions operating on them. This …
floating point numbers, eventually equipped with a set of functions operating on them. This …
Using Geometric Algebra for Navigation in Riemannian and Hard Disc Space
W Benger, A Hamilton, M Folk, Q Koziol, S Su… - graphics3.zcu.cz
A “vector” in 3D computer graphics is commonly understood as three floating point numbers,
equipped with a set of functions operating on them. This hides the fact that there are actually …
equipped with a set of functions operating on them. This hides the fact that there are actually …
Using Geometric Algebra for Navigation in Riemannian and Hard Disc Space
W Benger, A Hamilton, M Folk, Q Koziol… - GraVisMa …, 2009 - geometricalgebra.zcu.cz
A “vector” in 3D computer graphics is commonly understood synonymous to a triplet of three
floating point numbers, eventually equipped with a set of functions operating on them. This …
floating point numbers, eventually equipped with a set of functions operating on them. This …
[PDF][PDF] Using Geometric Algebra for Navigation in Riemannian and Hard Disc Space
W Benger, A Hamilton, A Hamilton, M Folk, Q Koziol… - sciviz.cct.lsu.edu
ABSTRACT A “vector” in 3D computer graphics is commonly understood as a triplet of three
floating point numbers, eventually equipped with a set of functions operating on them. This …
floating point numbers, eventually equipped with a set of functions operating on them. This …
Using Geometric Algebra for Navigation in Riemannian and Hard Disc Space
W Benger, A Hamilton, M Folk, Q Koziol, S Su… - GraVisMa …, 2009 - gravisma.zcu.cz
A “vector” in 3D computer graphics is commonly understood synonymous to a triplet of three
floating point numbers, eventually equipped with a set of functions operating on them. This …
floating point numbers, eventually equipped with a set of functions operating on them. This …
[PDF][PDF] Using Geometric Algebra for Navigation in Riemannian and Hard Disc Space
W Benger, A Hamilton, A Hamilton, M Folk, Q Koziol… - academia.edu
ABSTRACT A “vector” in 3D computer graphics is commonly understood as a triplet of three
floating point numbers, eventually equipped with a set of functions operating on them. This …
floating point numbers, eventually equipped with a set of functions operating on them. This …