//--> //--> //-->
Toggle navigation
Logout
Change account settings
EN
DE
ES
FR
A-Z
Beta
About EconBiz
News
Thesaurus (STW)
Academic Skills
Help
EN
DE
ES
FR
My account
Logout
Change account settings
Login
Publications
Events
Your search terms
Search
Search options
All Fields
Title
Exact title
Subject
Author
Institution
ISBN/ISSN
Published in...
Publisher
Open Access only
Advanced
Search history
My EconBiz
Favorites
Loans
Reservations
Fines
You are here:
Home
Search: subject:"orthogonal transformations"
Narrow search
Narrow search
Year of publication
From:
To:
Subject
All
Euler’s angles
1
Generalized Rotations
1
Hermitian Transformations
1
Orthogonal Transformations
1
Spinors
1
basic representations
1
kinematics inverse problem
1
orthogonal transformations
1
rotations
1
spinors
1
more ...
less ...
Online availability
All
Free
2
Type of publication
All
Article
2
Language
All
English
2
Author
All
Önal, Hüseyin
2
Chikovani, David
1
Rodonaia, Vakhtang
1
Published in...
All
IBSU Scientific Journal
2
Source
All
RePEc
2
Showing
1
-
2
of
2
Sort
relevance
articles prioritized
date (newest first)
date (oldest first)
1
A Spinor Method of Solution of Manipulators’ Inverse Kinematics Problem with Rotational Pairs
Önal, Hüseyin
- In:
IBSU Scientific Journal
2
(
2008
)
1
,
pp. 170-178
A new method and algorithm of solution of multijoint manipulators with rotational pairs inverse kinematic problem was created. The method is based on the principally new approach-spinor representation of the spatial generalized rotations. One of the advantages of the method is that it allows...
Persistent link: https://www.econbiz.de/10008765774
Saved in:
2
Pauili Matrixes and Generalized Rotations
Önal, Hüseyin
;
Rodonaia, Vakhtang
;
Chikovani, David
- In:
IBSU Scientific Journal
1
(
2006
)
1
,
pp. 210-217
In the article, using spinor representation of
orthogonal
transformations
, the equations, for generalized rotations are …
Persistent link: https://www.econbiz.de/10008765760
Saved in:
Results per page
10
25
50
100
250
A service of the
zbw
×
Loading...
//-->