The Newton method has been widely used for solving nonlinear least-squares problem. In geodetic adjustment, one would prefer to use the Gauss–Newton method because of the parallel with linear least-squares problem. However, it is proved in theory as well as in practice that the Gauss–Newton method has slow convergence rate and low success rate. In this paper, the over-determined pseudo-distance equations are solved by nonlinear methods.
Xue, S., Yang, Y., Dang, Y. A closed-form of Newton method for solving over-determined pseudo-distance equations,
Springer Berlin Heidelberg, 2014, с.441-448.
Xue, S., Yang, Y., Dang, Y. .
A closed-form of Newton method for solving over-determined pseudo-distance equations.
: Springer Berlin Heidelberg, 2014, с.441-448.
Xue, S., Yang, Y., Dang, Y. (2014)
A closed-form of Newton method for solving over-determined pseudo-distance equations,
: Springer Berlin Heidelberg, с.441-448
Xue, S.,
Yang, Y., &
Dang, Y.
(2014).
A closed-form of Newton method for solving over-determined pseudo-distance equations. Journal of Geodesy. Springer Berlin Heidelberg 88 (5), с.441-448.
