The paper has two main targets: to prove by numerical experiment on simulated data (exact solution a priori known) that the integrated approach gives superior results that can’t be achieved neither by pure (“incorrect”) λ.s. adjustment nor by a λ.s. adjustment of observations corrected by some a priori long wave length gravity model; to find among many strategies for approximate solutions, one which preserves most of the features of the exact one, although with a much simpler numerical structure.
A numerical experiment of integrated geodesy / R., Barzaghi; B., Benciolini; B., Betti; Forlani, Gianfranco; L., Mussio; F., Sansò. - In: BULLETIN GEODESIQUE. - ISSN 0007-4632. - 64:(1990), pp. 259-282. [10.1007/BF02519180]
A numerical experiment of integrated geodesy
FORLANI, Gianfranco;
1990-01-01
Abstract
The paper has two main targets: to prove by numerical experiment on simulated data (exact solution a priori known) that the integrated approach gives superior results that can’t be achieved neither by pure (“incorrect”) λ.s. adjustment nor by a λ.s. adjustment of observations corrected by some a priori long wave length gravity model; to find among many strategies for approximate solutions, one which preserves most of the features of the exact one, although with a much simpler numerical structure.I documenti in IRIS sono protetti da copyright e tutti i diritti sono riservati, salvo diversa indicazione.
