dbo:abstract |
The Helmert–Wolf blocking (HWB) is a least squares solution method for the solution of a sparse block system of linear equations. It was first reported by F. R. Helmert for use in geodesy problems in 1880; (1910–1994) published his direct semianalytic solution in 1978.It is based on ordinary Gaussian elimination in matrix form or partial minimization form. (en) La subdivisión por bloques de Helmert-Wolf (abreviada como HWB por su nombre en iglés, Helmert–Wolf blocking) es un método de solución mediante mínimos cuadrados para un sistema canónico angularmente disperso de ecuaciones de primer grado. Friedrich Robert Helmert (1843-1917) informó sobre el uso de tales sistemas para el campo de la geodesia en 1880. Helmut Wolf (1910-1994) publicó su solución semianalítica directa basada en la eliminación gaussiana ordinaria en forma matricial en 1978. (es) |
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rdfs:comment |
The Helmert–Wolf blocking (HWB) is a least squares solution method for the solution of a sparse block system of linear equations. It was first reported by F. R. Helmert for use in geodesy problems in 1880; (1910–1994) published his direct semianalytic solution in 1978.It is based on ordinary Gaussian elimination in matrix form or partial minimization form. (en) La subdivisión por bloques de Helmert-Wolf (abreviada como HWB por su nombre en iglés, Helmert–Wolf blocking) es un método de solución mediante mínimos cuadrados para un sistema canónico angularmente disperso de ecuaciones de primer grado. Friedrich Robert Helmert (1843-1917) informó sobre el uso de tales sistemas para el campo de la geodesia en 1880. Helmut Wolf (1910-1994) publicó su solución semianalítica directa basada en la eliminación gaussiana ordinaria en forma matricial en 1978. (es) |
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Subdivisión por bloques de Helmert-Wolf (es) Helmert–Wolf blocking (en) |
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dbr:Fast_Kalman_Filter |
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freebase:Helmert–Wolf blocking wikidata:Helmert–Wolf blocking dbpedia-es:Helmert–Wolf blocking https://global.dbpedia.org/id/4m3aD |
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