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Original Articles

Automatic tracing of the foot of the continental slope

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Pages 181-195 | Received 23 Aug 1995, Accepted 01 Dec 1995, Published online: 10 Jan 2009

References

  • Ames , W. F. 1969 . Numerical Methods for Partial Differential Equations , New York : Barnes & Noble .
  • Bevacqua , G. and Floris , R. 1987 . A surface specific‐line tracking and slope recognition algorithm . Computer Vision, Graphics and Image Processing , 40 : 219 – 227 .
  • Smirnov , V. I. 1964 . A Course of Higher Mathematics , Vol. II , Oxford : Pergamon Press .
  • United Nations . 1983 . UNCLOS III , New York : United Nations .
  • Vaníček , P. , Wells , D. E. and Hou , T. 1994a . “ Determination of the Foot of the Continental Slope ” . In Contract Report for Geological Survey of Canada , Dartmouth, N.S. : Atlantic Geoscience Centre .
  • Vaníček , P. , Wells , D. E. and Hou , T. Continental slope foot‐line determination: Geometrical aspects . Proceedings of the LOS Article 76 Workshop . Edited by: Wells , W. and Fredericton , N.B. 14–15 April . pp. 57 – 67 . Department of Geodesy and Geomatics Engineering, University of New Brunswick .
  • Vaníček , P. , Wells , D. E. , Hou , T. and Ou , Z. First experiences with continental slope foot‐line determination from real bathymetric data . Proc. Int. Symp. on Marine Positioning INSMAP 94 . Hannover, Germany. pp. 385 – 397 .
  • Willmore , T. J. 1959 . An Introduction to Differential Geometry , Oxford : Clarendon Press .

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