ACM Transactions on Graphics (TOG)
, Volume 10
Volume 10, Number 1, January 1991
Tomihisa Kamada
,
Satoru Kawai
:
A General Framework for Visualizing Abstract Objects and Relations.
1-39
Electronic Edition
(
ACM DL
)
BibTeX
Frederik W. Jansen
:
Depth-Order Point Classification Techniques for CSG Display Algorithms.
40-70
Electronic Edition
(
ACM DL
)
BibTeX
Michael S. Karasick
,
Derek Lieber
,
Lee R. Nackman
:
Efficient Delaunay Triangulation using Rational Arithmetic.
71-91
Electronic Edition
(
ACM DL
)
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R. Victor Klassen
:
Drawing Antialiased Cubic Spline Curves.
92-108
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(
ACM DL
)
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Volume 10, Number 2, April 1991
Stephen M. Casner
:
Task-Analytic Approach to the Automated Design of Graphic Presentations.
111-151
Electronic Edition
(
ACM DL
)
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R. Victor Klassen
:
Integer Forward Differencing of Cubic Polynomials: Analysis and Algorithms.
152-181
Electronic Edition
(
ACM DL
)
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A. B. Ekoule
,
F. C. Peyrin
,
C. L. Odet
:
A Triangulation Algorithm from Arbitrary Shaped Multiple Planar Contours.
182-199
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(
ACM DL
)
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Shawn C. Becker
,
William A. Barrett
,
Dan R. Olsen
:
Interactive Measurement of Three-Dimensional Objects Using a Depth Buffer and Linear Probe.
200-207
Electronic Edition
(
ACM DL
)
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Volume 10, Number 3, July 1991
Gurminder Singh
,
Mark Green
:
Automating the Lexical and Syntactic Design of Graphical User Interfaces: The UofA* UIMS.
213-254
Electronic Edition
(
ACM DL
)
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John D. Hobby
:
Numerically Stable Implicitization of Cubic Curves.
255-296
Electronic Edition
(
ACM DL
)
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Desmond J. Walton
,
R. Xu
:
Turning Point Preserving Planar Interpolation.
297-311
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(
ACM DL
)
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Alan Meyer
:
A Linear Time Oslo Algorithm.
312-318
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(
ACM DL
)
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Volume 10, Number 4, October 1991
Ari Rappoport
:
Rendering Curves and Surfaces with Hybrid Subdivision and Forward Differencing.
323-341
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(
ACM DL
)
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Seng Luan Lee
,
Ahmad Abd. Majid
:
Closed Smooth Piecewise Bicubic Surfaces.
342-365
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(
ACM DL
)
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Helmut Pottmann
:
Locally Controllable Conic Splines with Curvature Continuity.
366-377
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(
ACM DL
)
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Eng-Wee Chionh
,
Ronald N. Goldman
,
James R. Miller
:
Using Multivariate Resultants to Find the Intersection of Three Quadric Surfaces.
378-400
Electronic Edition
(
ACM DL
)
BibTeX
Copyright ©
Sun May 17 00:29:54 2009 by
Michael Ley
(
ley@uni-trier.de
)