[11] Q.-T. Luong, R. Deriche, O. Faugeras, and T. Pa- 
padopoulo, "On Determining the Fundamental Matrix: 
Analysis of Different Methods and Experimental Re- 
sults," Report No. 1894, INRIA, Apr 1993. 
[12] I. Niini, “Relative Orientation of Multiple Images Us- 
ing Projective Singular Correlation,” ISPRS Commission 
Ill Symposium: Spatial Information from Digital Pho- 
togrammetry and Computer Vision, Munich, Germany. 
vol. 30, Part 3/2, pp. 615-621, Sep 1994. 
[13] H.-P. Pan, M. J. Brooks, and G. N. Newsam, “Im- 
age Resituation: Initial Theory," SPIE Videometrics IV, 
Philadelphia, Pennsylvania, USA. vol. 2598, pp. 162- 
173, 22-27 Oct 1995. KEY 
[14] H.-P. Pan, D. Q. Huynh, and G. K. Hamlyn, "Two- 
Image Resituation: Practical Algorithm,” SPIE Video- 
metrics IV, Philadelphia, Pennsylvania, USA. vol. 2598, ABST 
pp. 174-190, 22-27 Oct 1995. 
[15] P. Stefanovic, “Relative Orientation — A New Ap- MS! 
proach,” ITC Journal, pp. 417-448, 1973. ques 
betwec 
[16] E. H. Thompson, “A Rational Algebraic Formulation of Linear 
the Problem of Relative Orientation," The Photogram- singul 
metric Record, 3(14):152-159, 1959. determ 
[17] J. Weng, T. S. Huang, and N. Ahuja, "Motion and the sir 
Structure from Two Perspective Views: Algorithms, Er- The s 
ror Analysis, and Error Estimation,” IEEE Trans. on Pat- compu 
tern Analysis and Machine Intelligence, 11(5):451-476, bringii 
May 1989. distort 
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International Archives of Photogrammetry and Remote Sensing. Vol. XXXI, Part B3. Vienna 1996