The fundamental computational problem in gravimetry, magnetometry, geodesy, and geoinformatics

It is evident that the problem of finding stable approximate solutions to systems of linear algebraic equations (SLAEs) of the form will be the fundamental (basic) computational problem in gravimetry and magnetometry (as well as in geodesy and geoinformatics) in the near future (within 7 10 years)....

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Bibliographic Details
Published in:Izvestiya. Physics of the solid earth 2008-02, Vol.44 (2), p.142
Main Author: Strakhov, V N
Format: Article
Language:English
Subjects:
Algorithms
Computer science
Geodesy
Geodetics
Geophysics
Gravimetry
Online Access:Get full text
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Summary:It is evident that the problem of finding stable approximate solutions to systems of linear algebraic equations (SLAEs) of the form will be the fundamental (basic) computational problem in gravimetry and magnetometry (as well as in geodesy and geoinformatics) in the near future (within 7 10 years). The development of programs implementing the new methods for the determination of vectors on PC clusters and multiprocessor computing systems is addressed.
ISSN:1069-3513
1555-6506
DOI:10.1007/s11486-008-2004-z