R´ ef´ erences
[1] Blum, H., « Biological shape and visual science (Part I) », J. Theoretical Biology, 1973, vol.
38, 1973, p. 205–287.
[2] Dimitrov, P., C. Phillips et K. Siddiqi, « Robust and efficient skeletal graphs », Proceedings
of the IEEE Computer Science Conference on Computer Vision and Pattern Recognition,
2000.
[3] Jamm, F. et D. Parlongue, « Les tas de sable », Gazette des math´ ematiciens, 2002, vol. 93,
p. 65–82.
[4] Wu, Q.J. et J. D. Bourland, « Morphology-guided radiosurgery treatment planning and
optimization for multiple isocenters », Medical Physics, 1999, vol. 26, p. 2151–2160.
[5] Wu, Q.J., « Sphere packing using morphological analysis », DIMACS Series in Discrete
Mathematics and Theoretical Computer Science, 2000, vol. 55, p. 45–54.
[1] Blum, H., « Biological shape and visual science (Part I) », J. Theoretical Biology, 1973, vol.
38, 1973, p. 205–287.
[2] Dimitrov, P., C. Phillips et K. Siddiqi, « Robust and efficient skeletal graphs », Proceedings
of the IEEE Computer Science Conference on Computer Vision and Pattern Recognition,
2000.
[3] Jamm, F. et D. Parlongue, « Les tas de sable », Gazette des math´ ematiciens, 2002, vol. 93,
p. 65–82.
[4] Wu, Q.J. et J. D. Bourland, « Morphology-guided radiosurgery treatment planning and
optimization for multiple isocenters », Medical Physics, 1999, vol. 26, p. 2151–2160.
[5] Wu, Q.J., « Sphere packing using morphological analysis », DIMACS Series in Discrete
Mathematics and Theoretical Computer Science, 2000, vol. 55, p. 45–54.