DocumentCode :
843520
Title :
Updating and downdating matrix factorizations: a change in plans
Author :
O´Leary, D.P.
Author_Institution :
Inst. for Adv. Comput. Studies, Maryland Univ., College Park, MD
Volume :
8
Issue :
2
fYear :
2006
Firstpage :
66
Lastpage :
71
Abstract :
We seldom get it right the first time. Whether we´re composing an email, seasoning a stew, painting a picture, or planning an experiment, we almost always make improvements on our original thought. The same is true of engineering design; we draft a plan, but changes are almost always made. Perhaps the customer changes the performance specifications, or perhaps a substitution of building materials leads to a redesign. In this homework assignment, we consider numerical methods that make it easier to reanalyze the design after small changes are made. For definiteness, we focus on truss design, but the same principles apply to any linear model
Keywords :
CAD; matrix decomposition; structural engineering computing; supports; linear model; matrix factorization; numerical method; truss design; Costs; Equations; Joining processes; Linear systems; Matrix decomposition; Painting; Sparse matrices; factors; matrix; update;
fLanguage :
English
Journal_Title :
Computing in Science & Engineering
Publisher :
ieee
ISSN :
1521-9615
Type :
jour
DOI :
10.1109/MCSE.2006.36
Filename :
1599375
Link To Document :
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