Schaffrin B, Wieser A. On weighted total least-squares adjustment for linear regression[J]. J Geod, 2008, 82: 415-421
[2]
Markovsky I, Van Huffel S. On weighted structured total least squares[J]. Lecture Notes in Computer Science, 2006, 3743: 695-702
[3]
Waston GA. Robust counterparts of errors-in-variables problems[J], Comp Stati & Data Anal, 2007, 52(2):1080-1089
[4]
Schaffrin B, Felus YA. On total least-squares adjustment with constraints[J]. IAG-Symp, 2005, 128: 417-421
[5]
De Moor B. Total linear least squares with inequality constraints[R]. ESAT-SISTA Report,1990
[6]
Zhang SL, Tong XH, Zhang K. A solution to EIV model with inequality constraints and its geodetic applications[J]. J Geod, 2013, 87: 89-99
[7]
Xu PL, Liu J N, Shi C. Total least squares adjustment in partial errors-in-variables models: algorithm and statistical analysus[J]. J Geod, 2012, 86: 661-675
[8]
Adcock RJ. Note on the method of least squares[J]. Analyst, 1877, 4:183-184
[9]
Pearson K. On lines and planes of closest fit to systems of points in space[J]. Philos, Mag, 1901, 2: 559-572
[10]
Deming WE. The application of least squares[J]. Phil Mag, 1931, 11: 146-158
[11]
Golub GH, Van Loan CF. An analysis of the total least squares problem[J]. SIAM J Numer, Anal, 1980, 17: 883-893
[12]
Van Huffel S, Vandewalle J. The Total Least Squares Problem: Computational Aspects and Analysis[J]. SIAM, Philadelphia, 1991
[13]
Fang X. Weighted total least squares: necessary and sufficient conditions, fixed and random parameters[J]. J Geod, 2013 87(8):733-749
[14]
Liu JN, Zeng WX, Xu PL. Overview of total least squares methods[J]. Science of Wuhan University? Geomatics and information, 2013, 38(5):505-512
