Full text: Proceedings of the Symposium "From Analytical to Digital" (Part 2)

To make any of the algorithms useful for a real OLT system, they have 
to be further developed. A key point is the data structure. The present 
versions rely on the "unlimited" space in the primary storage of a big 
computer, which will hardly be available on an analytical plotter or on 
a computer beside a monocomparator. 
ACKNOWLEDGEMENTS 
The author wish to express his gratitude to those having contributed to 
the present work. Special thanks to professor Armin Grün at ETH, 
Zürich, for making the TFU program avallable for the test, and to 
Norges Tekniske Hagskoles Fond for financial support. 
REFERENCES 
/1/ Blais J.A. R.: Linear least-squares computations using 
Givens transformations. 
The Canadian Surveyor Vol. 37, No. 4, 
(1983), pp., 205 - 233. 
/2/ Dongarra et al: LINPACK User's Guide. 
Society for Indistrial and Applied 
Mathematics, Philadelphia, (1979). 
/3/ Gentleman MW. M.: Least squares computations by Givens 
transformations without square roots. 
Journal of the Institute of Mathematical 
Applications. Vol. 12, (1973), pp. 329 - 
335. 
/4/ Grün À.: An optimum algorithm for on-line 
triangulation. 
Proceedings of ISPRS Comm. III Symposium, 
Helsinki, (1982). 
/5/ Grin A.: Algorithmic aspects in on-line 
triangulation. 
Proceedings of ISPRS Congress, Rio de 
Janeiro, (1984), Comm. 111, 
/6/ Holm K. R., @stbye B.: The FOMAKON project, photogrammetry on 
marine structures. 
Proceedings of ISPRS Comm. V Symposium, 
York, (1982). 
/7/ Hâdem I.: Bundle adjustment in industrial 
photogrammetry. 
Photogrammetria Vol. 37, (1981), pp. 45 - 
60. 
-1365£- 
 
	        
Waiting...

Note to user

Dear user,

In response to current developments in the web technology used by the Goobi viewer, the software no longer supports your browser.

Please use one of the following browsers to display this page correctly.

Thank you.