Helmert–Wolf blocking (original) (raw)

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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)
rdfs:label Subdivisión por bloques de Helmert-Wolf (es) Helmert–Wolf blocking (en)
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