[1] A. R. Amiri-Simkooei, F. Zangeneh-Nejad, J. Asgari and S. Jazaeri,
Estimation of straight line parameters with fully correlated
coordinates, Measurement 48(1) (2014), 378-386.
[2] G. H. Golub and C. F. Van Loan, An analysis of the total least
squares problem, SIAM Journal on Numerical Analysis 17(6) (1980),
883-893.
[3] S. V. Huffel and J. Vandewalle, The Total Least Squares Problem:
Computational Aspects and Analysis, Society for Industrial and Applied
Mathematics, Philadelphia, 1997.
[4] S. V. Huffel, C. L. Cheng, N. Mastronardi, C. Paige and A. Kukush,
Total Least Squares and Errors-in-Variables Modeling: Analysis,
Algorithms and Applications, Springer Science and Business Media,
Dordrecht, 2013.
[5] P. C. Kahn, Simple methods for computing the least squares line in
three dimensions, Computers and Chemistry 13(13) (1989), 191-195.
[6] M. Krystek and M. Anton, A weighted total least-squares algorithm
for fitting a straight line, Measurement Science and Technology 18(11)
(2007), 3438.
[7] M. Krystek and M. Anton, A least-squares algorithm for fitting
data points with mutually correlated coordinates to a straight line,
Measurement Science & Technology 22(3) (2011), 035101.
[8] F. Neri, G. Saitta and S. Chiofalo, An accurate and
straightforward approach to line regression analysis of error-affected
experimental data, Journal of Physics E Scientific Instruments 22(22)
(1989), 215-217.
[9] K. Pearson, On lines and planes of closest fit to systems of point
in space, Philosophical Magazine 2(11) (1901), 559-572.
[10] B. C. Reed, Linear least-squares fits with errors in both
coordinates, American Journal of Physics 57(57) (1989), 642-646.
[11] B. Schaffrin, I. Lee, Y. Felus and Y. Choi, Total least-squares
(TLS) for geodetic straight-line and plane adjustment, Bollettino Di
Geodesia E Scienze Affini 65(3) (2006), 141-168.
[12] B. Schaffrin and A. Wieser, On weighted total least-squares
adjustment for linear regression, Journal of Geodesy 82(7) (2008),
415-421.
[13] K. Snow and B. Schaffrin, Line fitting in Euclidean 3D space,
Studia Geophysica et Geodaetica 60(2) (2016), 210-227.
[14] M. Y. Wong, Likelihood estimation of a simple linear regression
model when both variables have error, Biometrika 76(1) (1989),
141-148.
[15] D. York, Least-squares fitting of a straight line, Canadian
Journal of Physics 44(5) (1966), 1079-1086.