Output details
11 - Computer Science and Informatics
University of Sheffield
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Article title
A non-linear structure preserving matrix method for the low rank approximation of the Sylvester resultant matrix
Type
D - Journal article
Title of journal
Journal of Computational and Applied Mathematics
Article number
-
Volume number
234
Issue number
12
First page of article
3226
ISSN of journal
03770427
Year of publication
2010
URL
-
Number of additional authors
1
Additional information
<13> In computer aided design, the Sylvester resultant matrix arises when computing intersections between curves and surfaces. Its computation with noisy data is challenging. This paper shows how a low rank approximation can be used for Sylvester matrix ameliorating the effects of the noise. The work, which has led to a keynote talk at an international conference in Belgium (SLA 2012), has been reviewed in the recent monograph by Paola Boito (Universite de Limoges, France).
Interdisciplinary
-
Cross-referral requested
-
Research group
None
Citation count
6
Proposed double-weighted
No
Double-weighted statement
-
Reserve for a double-weighted output
No
Non-English
No
English abstract
-
