References
Aubin, C.E., Dansereau, J., andLabelle, H. (1992): ‘Incorportation of costo-vertebral joints modelisation into a personalized finite element model of the scoliotic spine: application for simulation of Boston brace correction.’ Int. Symp. on 3-D Scoliotic Deformity, Montreal (Gustav Fisher Verlag) pp. 400–407
Boissonnat, J.D. (1984): ‘Geometric structures for 3-D shape representation’,ACM Trans. Graph.,3, (4), pp. 266–286.
Chazelle, B., andPalios, L. (1989): ‘Triangulating a nonconvex polytope’. Proc. 5th Ann. Symp. on Computational Geometry (ACM Press) pp. 393–400
Chen, E., andParent, R.E. (1989): ‘Shape averaging and its applications to industrial design’,IEEE Trans. Graph. Appl., pp. 47–54.
Drerup, B. (1992): ‘3-D acquisition, reconstruction and modelling techniques applied on scoliosis deformities’. Int. Symp. on 3-D Scoliotic Deformity, Montreal (Gustav Fisher Verlag) pp. 2–10
Edelsbrunner, H., Tan, T.S., andWaupotitsch, R. (1990): ‘An O(n2logn) time algorithm for the MinMax angle triangulation. Proc. Ann. Symp. on Computational Geometry (ACM Press) pp. 44–52.
Franke, R., andNielson, G.M. (1983): ‘Surface approximation with imposed conditions;in Barnhill, R.E. (ed.): ‘Surfaces in CAGD’ (North-Holland) pp. 135–146
Hill, D.L., Raso, V.J., Durdle, N.G., andPeterson, A.E. (1992): ‘Designing a video based technique for trunk measurement’. Int. Symp. on 3-D Scoliotic Deformity, Montreal (Gustav Fisher Verlag), pp. 157–161
Hoppe, H., DeRose, T., Duchamp, T., MaDonald, J., andStuetzle, W. (1992): ‘Surface reconstruction from unorganised points’. Computer Graphics (SIGGRAPH '92 Proc.) pp. 71–78
Lewis, B.A., andRobinson, J.R. (1978): ‘Triangulation of planar regions with applications’,Comput. J.,21, (4), pp. 324–332
McLain, D.H. (1976): ‘Two dimensional interpolation from random data,’Comput. J.,21, (4), pp. 178–181.
Oxley, A. (1985): ‘Surface fitting by triangulation,’Comput. J.,28, (3), pp. 335–339
Pearson, J.D., Dangerfield, P.H., Hobson, C.A., andLi, Y. (1992): ‘An automated visual system for the measurement of the 3-D deformity of scoliosis’. Int Symp. on 3-D Scoliotic Deformity, Montreal (Gustav Fisher Verlag) pp. 50–56
Raso, V.J., Greenhill, B., Moreau, M.J., andBudney, D. (1987): ‘The combined reconstruction of spinal and surface deformity’, inStokes, I.A. (Ed.): ‘Surface topography of spinal deformity’ (Gustav Fisher Verlag) pp. 13–18.
Ruppert, J., andSeidel, R. (1989): ‘On the difficulty of tetrahedralizing 3-D non-convex polyhdera’. Proc. 5th Ann. Symp. on Computational Geometry (ACM Press) pp. 380–392.
Tor S.B., andMiddleditch, A.E. (1984): ‘Convex decompositon of simple polygons’,ACM Trans. Graph.,3, (4), pp. 244–265.
Uptill, S. (1990): ‘The renderman companion; (Addison-Wesley.Reading, Massachusetts)
Watson, D.F. (1981): ‘Computing the n-dimensional Delaunay tessellation with application to Voronoi polytopes,Comput. J.,24, (2), pp. 167–172.
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Durdle, N.G., Zhang, Z., Raso, V.J. et al. Construction of surface models of the human trunk. Med. Biol. Eng. Comput. 35, 73–75 (1997). https://doi.org/10.1007/BF02510397
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DOI: https://doi.org/10.1007/BF02510397