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1-10 of 235 Reviews about "
Computational Geometry And Object Modeling (I.3.5)
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Date Reviewed
Computing the homology of basic semialgebraic sets in weak exponential time
Bürgisser P., Cucker F., Lairez P. Journal of the ACM 66(1): 1-30, 2019. Type: Article
A semialgebraic set is a subset of a finite-dimensional Euclidean space defined by a finite list of polynomial equalities and inequalities. These sets can be weird, so it desirable to be able to describe their topological shape, in par...
Mar 26 2019
Mathematical basics of motion and deformation in computer graphics (2nd ed.)
Anjyo K., Ochiai H., Morgan & Claypool Publishers, San Rafael, CA, 2017. 96 pp. Type: Book (978-1-627056-97-7)
Computer graphics is a branch of computer science involved in studying and devising methods to generate and manage digital graphical representations. Nowadays computer graphics is ubiquitous, found in basic or complicated devices, and ...
Apr 18 2018
The approximation algorithms for a class of multiple-choice problem
Wang Y., Xu Y. Theoretical Computer Science 654164-174, 2016. Type: Article
This paper is concerned with the problem of computing coverings of a set of colored points in a plane (I personally find the title slightly misleading). In particular, the initial data consists of a set of points in the plane that are ...
Aug 8 2017
BKViz: a basketball visual analysis tool
Losada A., Theron R., Benito A. IEEE Computer Graphics and Applications 36(6): 58-68, 2016. Type: Article
Would you like to know how visual analytics could help basketball teams improve their performance? This paper provides the answer....
Apr 25 2017
Topology-oriented incremental algorithm for the robust construction of the Voronoi diagrams of disks
Lee M., Sugihara K., Kim D. ACM Transactions on Mathematical Software 43(2): 1-23, 2016. Type: Article
Voronoi diagrams are important in many applications that range from theoretical computing to computational geometry, to computer graphics and computer vision. The relatively new problem of computing the Voronoi diagram for a set of geo...
Jan 20 2017
A sampler of useful computational tools for applied geometry, computer graphics, and image processing
Cohen-Or D. (ed), Greif C., Ju T., Mitra N., Shamir A., Sorkine-Hornung O., Zhang H., CRC Press, Inc., Boca Raton, FL, 2015. 246 pp. Type: Book (978-1-498706-28-5)
Performing skillful manipulations with digital objects is not only a lot of fun for the enthusiast, but it also provides a great deal of knowledge and experience related to a variety of socially useful applications like identification ...
Mar 3 2016
Leading a continuation method by geometry for solving geometric constraints
Imbach R., Schreck P., Mathis P. Computer-Aided Design 46138-147, 2014. Type: Article
Though not obvious from the title, this paper is concerned with 3D geometric constraints, as arise in, say, molecular modeling. This is definitely not a straightforward generalization of the commonly treated 2D case. The authors give m...
May 6 2015
Adaptive and robust curve smoothing on surface meshes
Lawonn K., Gasteiger R., Rössl C., Preim B. Computers and Graphics 4022-35, 2014. Type: Article
Curve smoothing is an important topic for surface processing. While putting effort on the smoothness of the curve, existing methods cannot preserve the closeness to the initial curve on the triangle mesh. In this paper, a novel method ...
Jan 26 2015
Visual computing for medicine (2nd ed.): theory, algorithms, and applications
Preim B., Botha C., Morgan Kaufmann Publishers Inc., San Francisco, CA, 2013. 836 pp. Type: Book (978-0-124158-73-3)
Medical visualization aims to help diagnosis, treatment, and education in the medical field. It is a young and complicated multidisciplinary field, which involves engineering, computer science, and other domains. It is exciting to see ...
Nov 17 2014
Context-based coherent surface completion
Harary G., Tal A., Grinspun E. ACM Transactions on Graphics (TOG) 33(1): 1-12, 2014. Type: Article
Surface completion is an active area of research in computer graphics. Many times the mesh that represents a physical object has holes that may not be due to the scanning process, but rather because the item is broken or incomplete. Mo...
Aug 7 2014
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