1 |
Liu, L., Bajaj, C., Deasy, J.O., Low, D.A., and Ju, T. (2008), Surface Reconstruction from Non-Parallel Curve Networks, Eurographics Forum 2008, 27(2):155-163.
|
2 |
Burguet, J., Mailly, P., Maurin, Y., and Andrew, P. (2011), Reconstructing the three-dimensional surface of a branching and merging biological structure a stack of coplanar contours, IEEE International Symposium on Biological Imaging: from Nano to Micro, 602-605.
|
3 |
Stollnitz, E.J., DeRose, T.D., and Salesin, D.H. (1996), Wavelets from computer graphics: theory and applications. Morgan-Kaufmann.
|
4 |
Nasri A., and Abbas A., and Hasbini, I. (2003), Skinning Catmull-Clark Subdivision Surfaces with Incompatible Curves, Proceeding of the 11th Pacific conference on Computer Graphics and applications (PG-03).
|
5 |
Jha, K. (2006), Catmull-Clark Subdivision and Skinning of Incompatible Curves, International Conference on Trends in Product Life Cycle Modelling, Simulation and Synthesis (PLMSS-2006), IISc., Bangalore, India, 83-90.
|
6 |
Doo, D., and Sabin, M. (1978), Behaviour of recursive division surfaces near extraordinary points, Computer Aided design, 10:356-360.
DOI
|
7 |
Meyers, D., Skinner, S., and Sloan, K. (1992), Surfaces from contours, ACM Trans. On Graphics, 11:228-259.
DOI
|
8 |
Shinagawa, Y., and Kunii, T.L. (1991), The homotopy model: A generalized model for smooth surface generation from cross sectional data, Visual Computer. 7:72-86.
DOI
|
9 |
Ekole, A.B., Pyrin, F.C., and Odet, C.L. (1991), A triangulation algorithm from arbitrary shaped multiple planner contours, ACM trans. on Graphics, 10:182-199.
DOI
|
10 |
Jeong, J., Kim, K., Park, H., Cho, M., and Jung, M. (1999), B-Spline surface approximation to cross section using distance maps, Adv. Manuf. Techn., 15:876-885.
DOI
|
11 |
Barequet, G., Shapiro, D., and Tal, A. (2000), Multilevel sensitive reconstruction of polyhedral surfaces from parallel slices, Visual Computer, 16:116-133.
DOI
|
12 |
Goodman, T.N.T., Ong, B.H., and Unsworth, K. (1993), Reconstruction of C1 closed surfaces with branching, In G. Farin, H. Hagen, and H. Noltemeier, editors, Geometric Modelling, Springer, Verlag, London, 101-115.
|
13 |
Bedi, S. (1992), Surface design using functional blending, CAD, 24:505-511.
|
14 |
Jeong, J., Kim, K., Park, H., and Jung, M. (2000), A new method for solving branching problems in surface reconstruction, Adv. Manuf. Techn., 16:259-264.
DOI
|
15 |
Wang, H., Qin, K., and Tang, K. (2006), "Efficient Wavelet Construction with Catmull-Clark Subdivision," Visual Computer, 22:874-884.
DOI
|
16 |
Loop, C., and Schafer, S. (2007), Approximating Catmull- Clark Subdivision Surfaces by Bicubic Patch, Technical Report, MST-TR-2007-44.
|
17 |
Gabrielides, N.C., Ginnis, A.I., Kaklis, P.D., and Karavelas, M.I. (2007), G1-smooth branching surface construction from cross sections, CAD, 39(8):639-651.
|
18 |
Jha, K. (2008), Construction of branching surface from 2- D contours, International Journal of CAD/CAM, Volume 8, 21-28, 2008.
|
19 |
Jha, K. (2011), A new method for reconstruction of smooth branching surface from contours, PLMSS, Coimbatore (India), PSG, 20-28.
|
20 |
Jones, M.W. and Chen, M. (2004), A new approach to the construction of surfaces from contour data, Computer graphics forum 13(3):C-78-C-84.
|
21 |
Ryu, J.H., Kim, H.S., and Lee, K.H. (2004), Contour-based algorithms for generating 3D CAD models from medical images, Int. J Adv. Manuf. Technology, 24:112-119.
|
22 |
Christiansen, H.N., and Sederberg, T.W. (1978), Conversion of complex contour line definitions into polygonal element mosaics, Computer Graphics (SIGGRAPH'78 Proceedings), 12:187-192.
|
23 |
Bajaj, C.L., Coyle, E.J., and Lin K.N. (1996), Arbitrary topology shape reconstruction from planner cross sections, Graphical Models & Image Proc., 58:524-543.
DOI
|
24 |
Catmull, E., and Clark, J. (1978), Recursively Generated B-Spline Surfaces on Arbitrary Topological Meshes, The Journal of CAD and Application, Vol. 1, No. 1-4.
|
25 |
Park, H., Kim, K., and Lee, S.-C. (2000), A Method for Approximate NURBS Curve Compatibility Based on Multiple Curve refitting, Computer Aided Design. 32(20): 237-252.
DOI
|
26 |
Jha, K. (2005), Energy based multiple refitting for skinning, International Journal of CAD/CAM, 5(1):11-18.
|
27 |
Sederberg, T., Zheng, J., Bakenov, A., and Nasri, A. (2000), T-spline and T-NURCUS, ACM Transactions on Graphics, SIGGRAPH, 22(3):477-484, 2003.
DOI
|