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2
3============
4Bibliography
5============
6
7.. [Agarwal] S. Agarwal, N. Snavely, S. M. Seitz and R. Szeliski,
8 **Bundle Adjustment in the Large**, *Proceedings of the European
9 Conference on Computer Vision*, pp. 29--42, 2010.
10
11.. [Bjorck] A. Bjorck, **Numerical Methods for Least Squares
12 Problems**, SIAM, 1996
13
14.. [Brown] D. C. Brown, **A solution to the general problem of
15 multiple station analytical stereo triangulation**, Technical
16 Report 43, Patrick Airforce Base, Florida, 1958.
17
18.. [Byrd] R.H. Byrd, R.B. Schnabel, and G.A. Shultz, **Approximate
19 solution of the trust region problem by minimization over
20 two dimensional subspaces**, *Mathematical programming*,
21 40(1):247263, 1988.
22
23.. [Chen] Y. Chen, T. A. Davis, W. W. Hager, and
24 S. Rajamanickam, **Algorithm 887: CHOLMOD, Supernodal Sparse
25 Cholesky Factorization and Update/Downdate**, *TOMS*, 35(3), 2008.
26
27.. [Conn] A.R. Conn, N.I.M. Gould, and P.L. Toint, **Trust region
28 methods**, *Society for Industrial Mathematics*, 2000.
29
30.. [GolubPereyra] G.H. Golub and V. Pereyra, **The differentiation of
31 pseudo-inverses and nonlinear least squares problems whose
32 variables separate**, *SIAM Journal on numerical analysis*,
33 10(2):413432, 1973.
34
35.. [HartleyZisserman] R.I. Hartley & A. Zisserman, **Multiview
36 Geometry in Computer Vision**, Cambridge University Press, 2004.
37
38.. [KushalAgarwal] A. Kushal and S. Agarwal, **Visibility based
39 preconditioning for bundle adjustment**, *In Proceedings of the
40 IEEE Conference on Computer Vision and Pattern Recognition*, 2012.
41
42.. [Levenberg] K. Levenberg, **A method for the solution of certain
43 nonlinear problems in least squares**, *Quart. Appl. Math*,
44 2(2):164168, 1944.
45
46.. [LiSaad] Na Li and Y. Saad, **MIQR: A multilevel incomplete qr
47 preconditioner for large sparse least squares problems**, *SIAM
48 Journal on Matrix Analysis and Applications*, 28(2):524550, 2007.
49
50.. [Madsen] K. Madsen, H.B. Nielsen, and O. Tingleff, **Methods for
51 nonlinear least squares problems**, 2004.
52
53.. [Mandel] J. Mandel, **On block diagonal and Schur complement
54 preconditioning**, *Numer. Math.*, 58(1):7993, 1990.
55
56.. [Marquardt] D.W. Marquardt, **An algorithm for least squares
57 estimation of nonlinear parameters**, *J. SIAM*, 11(2):431441,
58 1963.
59
60.. [Mathew] T.P.A. Mathew, **Domain decomposition methods for the
61 numerical solution of partial differential equations**, Springer
62 Verlag, 2008.
63
64.. [NashSofer] S.G. Nash and A. Sofer, **Assessing a search direction
65 within a truncated newton method**, *Operations Research Letters*,
66 9(4):219221, 1990.
67
68.. [NocedalWright] J. Nocedal & S. Wright, **Numerical Optimization**,
69 Springer, 2004.
70
71.. [RuheWedin] A. Ruhe and P.Å. Wedin, **Algorithms for separable
72 nonlinear least squares problems**, Siam Review, 22(3):318337,
73 1980.
74
75.. [Saad] Y. Saad, **Iterative methods for sparse linear
76 systems**, SIAM, 2003.
77
78.. [Stigler] S. M. Stigler, **Gauss and the invention of least
79 squares**, *The Annals of Statistics*, 9(3):465-474, 1981.
80
81.. [TenenbaumDirector] J. Tenenbaum & B. Director, **How Gauss
82 Determined the Orbit of Ceres**.
83
84.. [TrefethenBau] L.N. Trefethen and D. Bau, **Numerical Linear
85 Algebra**, SIAM, 1997.
86
87.. [Triggs] B. Triggs, P. F. Mclauchlan, R. I. Hartley &
88 A. W. Fitzgibbon, **Bundle Adjustment: A Modern Synthesis**,
89 Proceedings of the International Workshop on Vision Algorithms:
90 Theory and Practice, pp. 298-372, 1999.
91
92.. [Wiberg] T. Wiberg, **Computation of principal components when data
93 are missing**, In Proc. *Second Symp. Computational Statistics*,
94 pages 229236, 1976.
95
96.. [WrightHolt] S. J. Wright and J. N. Holt, **An Inexact
97 Levenberg Marquardt Method for Large Sparse Nonlinear Least
98 Squares**, *Journal of the Australian Mathematical Society Series
99 B*, 26(4):387403, 1985.
100
101
102
103