Graphics Reference
In-Depth Information
Texture
[BieS86]
Bier, Eric A., and Sloan, Kenneth R., Jr., “Two-Part Texture Mappings,” CG&A,
6
(9), Septem-
ber 1986, 40-53.
[BliN76]
Blinn, J.F., and Newell, M.E., “Texture and Reflections in Computer Generated Images,”
CACM,
19
(10), 1976, 542-547.
[Blin78]
Blinn, J.F., “Simulation of Wrinkled Surfaces,” SIGGRAPH 78,
12
(3), August 1978, 286-292.
Also in [JGMH88].
[Gree86]
Greene, Ned., “Environment Mapping and Other Applications of World Projections,” CG&A,
6
(11), November 1986, 21-29.
[Hara79]
Haralick, R.M., “Statistical and Structural Approaches to Texture,” Proc. IEEE,
67
(5), May
1979, 786-804.
[Heck86]
Heckbert, Paul S., “Survey of Texture Mapping,” CG&A,
6
(11), November 1986, 56-67. Also
in [JGMH88].
[Jule62]
Julesz, B., “Visual Pattern Discrimination,” IRE Trans. on Information Theory, Volume
8
,
February 1962, 84-92.
[JulB81]
Julesz, B., and Bergen, J.R., “Textons, The Fundamental Elements in Preattentive Vision and
Perception of Textures,” in
Readings in Computer Vision: Issues, Problems, Principles, and
Paradigms
, edited by Martin A. Fischler and Oscar Firschein, Morgan Kaufman Publ., Inc.,
1987, 243-256.
[Neva82]
Nevatia, Ramakant,
Machine Perception
, Prentice-Hall, Inc., 1982.
[WeiD97]
Weinhaus, Frederick M., and Devarajan, Venkat, “Texture Mapping 3d Models of Real-World
Scenes,” ACM Computing Surveys,
29
(4), December 1997, 325-365.
[WooA98]
Woo, Andrew, “Chordlength Texturing of Spline Surfaces,” Journal of Graphics Tools,
3
(2),
1998, 15-19.
Topology
(See also Algebraic Topology)
[BurM71]
Burgesser, H., and Mani, P., “Shellable Decompositions of Cells and Spheres,” Math. Scand.,
29
, 1971, 197-205.
[HurW48]
Hurewicz, Witold, and Wallman, Henry,
Dimension Theory
, Princeton Univ. Press, 1948.
Trimmed Surfaces
[AnGC99]
Anglada, Marc Vigo, Garcia, Núria Pla, and Crosa, Pere Brunet, “Directional Adaptive Surface
Triangulation,” CAGD,
16
(2), February 1999, 107-126.
[Brun95]
Brunnett, G., “Geometric Design with Trimmed Surfaces,” in [HaFN95], 101-115.
[Casa87]
Casale, Malcom S., “Free-form Solid Modeling with Trimmed Surface Patches,” CG&A,
7
(1),
January 1987, 33-43.
[CaBU92]
Casale, M.S., Bobrow, J.E., and Underwood, R., “Trimmed-patch Boundary Element: Bridging
the Gap Between Solid Modeling and Engineering Analysis,” CAD,
24
(4), 1992, 193-198.
[Chew93]
Chew, L.P., “Guaranteed Quality Mesh Generation for Curved Surfaces,” in Proceedings of the
ACM Symposium on Computational Geometry, 1993, 274-280.
[CMPP99]
Cho, W., Maekawa, T., Patrikalakis, N.M., and Peraire, J., “Topologically Reliable Approxi-
mation of Trimmed Polynomial Surface Patches,” Graphical Models and Image Processing,
61
(1), 1999.
[ChPP98]
Cho, Wonjoon, Patrikalakis, Nicholas M., and Peraire, Jaime, “Approximate Development of
Trimmed Patches for Surface Tessellation,” CAD,
30
(14), December 1998, 1077-1087.
[KumM94]
Kumar, S., and Manocha, D., “Interactive Display of Large Scale Trimmed NURBS Models,”
Technical Report TR94-008, Dept. of Comp. Sci., University of North Carolina, USA, 1994.
[KumM95]
Kumar, S., and Manocha, D., “Efficient Rendering of Trimmed NURBS Surfaces,” CAD,
27
(7),
1995, 509-521.
[LasB95]
Lasser, D., and Bonneau, G.P., “Bézier Representation of Trim Curves,” in [HaFN95], 227-242.
[Luke96]
Luken, William L., “Tessellation of Trimmed NURB Surfaces,” CAGD,
13
(2), March 1996,
163-177.
[Peter94]
Peterson, John W., “Tesselation of NURB Surfaces,” in [Heck94], 286-320.
