Full text: XVIIth ISPRS Congress (Part B3)

pected. 
he esti- 
rea be- 
atching 
Line D 
lowing 
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arting 
d, we 
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iants 
The quantities of extrinsic measure may be useful in 
some aspects. For example, in the case of recognizing hand- 
writing of digital numbers, the digits of “2” and “5” as 
well as “6” and “9” are similar in shape but different in 
orientation. With intrinsic measure alone, they can hardly 
be distinguished [Pavlidis, 1980]. Checking the rotation 
parameter of the extrinsic measure will be helpful in this 
case. Matching edges of a pair of stereo images [Schenk, Li 
and Toth, 1991], is another example. One of the edges in 
the left image may be similar in shape to more than one 
edge in the right image. In this case, the extrinsic measure 
provides a global criterion. 
In this study we match lines globally, that is, as whole 
entities. Consequently, lines which only match in parts can- 
not be dealt with. Since in many applications lines only 
match in parts, we are presently extending our approach to 
cope with this situation. 
REFERENCES 
Ballard, D. H. and Brown,C. M., 1982. Computer Vision. 
Prantice Hall Inc, pp. 237-238. 
Granlund, G.H.,1972. Fourier Preprocessing for Hand 
Character Recognition. IEEE Trans. on Computer, 
21(2):195-201. 
Greenfeld, J. S. and Schenk, A. F., 1989. Experiments with 
Edge-Based Stereo Matching. Photogrammetric Engineer- 
ing and Remote Sensing, 55(12):1771-1777. 
Kuhl, F. P. and Giardian, C. R., 1982. Elliptic Fourier Fea- 
tures of a closed Contour. Computer Graphics and Image 
Processing, 18(3):236-258. 
Lin, C. S. and Hwang, C. L., 1987. New Forms of Shape 
Invariants from Elliptic Fourier Descriptors. Pattern Recog- 
nition, 20(5):535-545. 
Pavlidis, T., 1980. Algorithms for Shape Analysis of Con- 
tours and Waveforms. IEEE Trans. on Pattern Analysis 
and Machine Intelligence PAMI, 2(4):301-312. 
Pavlidis, T and Ali, F., 1975. Computer Recognition 
of Handwritten Numerals by Polygonal Approximations. 
IEEE Trans. System, Man and Cybernetic SMC, 5(6):610- 
614. 
Schenk, A. F., Li, J. C. and Toth, C., 1991. Towards an Au- 
tonomous System for Orienting Digital Stereopairs. Pho- 
togrammetric Engineering and Remote Sensing, 57(8):1057- 
1064. 
Zahn, C. T. and Roskies, R. Z., 1972. Fourier Descrip- 
tors for Plane Closed Curves. IEEE Trans. on Computers, 
21(3):269-281. 
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