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771 citations found. Retrieving citations... Order: citations weighted by year.
Context Doc 222.9 212 (7): L. Guibas and J. Stolfi. Primitives for the manipulation of general subdivisions and the computation of Voronoi diagrams. ACM Trans. on Graphics, 4(2):74--123, April 1985.
Context Doc 95.1 96 (2): H. Edelsbrunner, L. J. Guibas, and J. Stolfi, Optimal point location in a monotone subdivision, SIAM Journal on Computing, 15 (1986), pp. 317--340.
Context Doc 74.6 67 (5): L. Guibas, L. Ramshaw, and J. Stolfi. A Kinetic Framework for Computational Geometry. In Proceedings of the 24th IEEE Symposium on Foundations of Computer Science, pages 100--111, 1983.
Context Doc 49.6 48 (2): L. Guibas, D. Salesin, and J. Stolfi. Epsilon geometry: Building robust algorithms from imprecise computations. In Proceedings of the Fifth Annual Symposium on Computational Geometry, pages 208--217, 1989.
Context Doc 45.4 42 (0): J. Stolfi. Oriented Projective Geometry: A Framework for Geometric Computations. Academic Press, New York, NY, 1991.
Context Doc 25.8 25 (0): H.G. Mairson and J. Stolfi. Reporting and counting intersections between two sets of line segments. Theoretical Foundations of Computer Graphics and CAD, NATO--ASI Series (R.A. Earnshaw, ed.) 307--325, 1988.
Context Doc 23.9 20 (0): J. Snoeyink and J. Stolfi. Objects that cannot be taken apart with two hands. In The Ninth Annual ACM Sym- 16 posium on Computational Geometry, pages 247--256, May 1993.
Context Doc 18.1 7 (0): L. Guibas and J. Stolfi, On computing all north-east nearest neighbors in the L 1 metric. Unpublished manuscript.
Context Doc 14 13 (0): Stolfi, J., Oriented Projective Geometry, Academic Press, Inc. 1991.
Context Doc 12.9 5 (0): J. Erickson, L.J. Guibas, J.Stolfi, L.Zhang. Separation-sensitive Collision Detection for Convex Objects. SODA99.
Context Doc 11.7 8 (2): B. Chazelle, H. Edelsbrunner, L. J. Guibas, M. Sharir, and J. Stolfi. Lines in space: Combinatorics and algorithms. Algorithmica 15:428--447, 1996.
Context Doc 9.8 6 (6): J. Stolfi and L. H. de Figueiredo. Self-Validated Numerical Methods and Applications. Monograph for 21st Brazilian Mathematics Colloquium, IMPA, Rio de Janeiro, 1997.
Context Doc 9.5 8 (5): J. Comba, J. Stolfi, Affine arithmetic and its applications to computer graphics, Proc. VI SIBGRAPI (1993) 9--18. (Brazilian Symposium on Computer Graphics and Image Processing).
Context Doc 9.3 9 (0): J. Stolfi, Primitives for Computational Geometry, Digital Systems Research Center, Research Report 36, 1989
Context Doc 8.3 7 (0): L. Guibas, D. Salesin, and J. Stolfi, Constructing Strongly Convex Approximate Hulls with Inaccurate Primitives, Algorithmica, 9 (1993), pp. 534--560.
Context Doc 7.6 4 (0): Cherkassky, B.V., Goldberg, A.V., Martin, P, Setubal, J.C., & Stolfi, J., "Augment or push: a computational study of bipartite matching and unit-capacity flow algorithms," ACM J. Exp. Algorithmics 3, 8 (1998), www.jea.acm.org/1998/CherkasskyAugment/.
Context Doc 7.6 4 (1): Andrade, M. V., & Stolfi, J. (1998). Exact Algorithms for Circles on the Sphere. To appear in Proc. 14th Annu. ACM Sympos. Comput. Geom.
Context Doc 5.9 5 (1): Kowaltowski, Tomasz, Cl audio L. Lucchesi, and Jorge Stolfi. 1993. Minimization of binary automata. Technical Report Relat orio Technico DCC-22/93, Departamento de Ciencia de Computacao, Universidade Estudual de Campinas.
Context Doc 5.8 4 (7): L. H. de Figueiredo and J. Stolfi. Adaptive enumeration of implicit surfaces with affine arithmetic. Computer Graphics Forum, 15(5):287--296, 1996.
Context Doc 5.5 5 (0): Guibas, L., Ramshaw, L., and Stolfi, J.: A kinetic framework for computer geometry. In Proc. of 24th Annual Symp. on Foundations of Computer Science, (1983) 100--111
Context Doc 4.9 3 (1): B. Cherkassky, A. Goldberg, P. Martin, J. Setubal, and J. Stolfi. Augment or push? A computational study of bipartite matching and unit capacity flow algorithms. Technical Report 97-127, NEC Research Institute, Inc., August 1997.
Context Doc 4.8 2 (0): C. F. X. De Mendonca N., K. Schaffer, E. F. Xavier, L. Faria, C. M. H. De Figueiredo, and J. Stolfi. The Splitting Number and Skewness of C n \Theta Cm . submitted to Journal of Graph Theory, 1999.
Context Doc 4.7 4 (0): Jo~ao L. D. Comba and Jorge Stolfi. Affine arithmetic and its applications to computer graphics. In Anais do VII Sibgrapi, pages 9--18, 1993. Available from http://www.dcc.unicamp.br/¸stolfi/EXPORT/papers/affine-arith.
Context Doc 4.4 4 (0): Guibas, L. J., and Stolfi, J., "A language for bitmap manipulation," ACM Trans. on Graph., 1(3), pp. 191-214 (1982).
Context Doc 3.8 2 (0): Tomasz Kowaltowski, Claudio L. Lucchesi, and Jorge Stol. Finite automata and ecient lexicon implementation. Technical Report IC-98-02, January 1998.
Context Doc 3.8 2 (0): Helena Cristina da Gama Leit~ao and Jorge Stolfi. Comparing fracture lines. Technical report - in preparation, Institute of Computing(IC), University of Campinas, 1998.
Context Doc 3.5 3 (0): Joao L. D. Comba and Jorge Stolfi. A#ne arithmetic and its applications to computer graphics. In Anais do VII Sibgrapi, pages 9--18, 1993.
Context Doc 3.3 3 (0): L. J. Guibas and J. Stolfi, Notes on computational geometry, Stanford University (1982).
Context Doc 3.2 2 (1): J. Stol and L. de Figueiredo. Self-validated numerical methods and applications, 1997.
Context Doc 3.2 3 (0): J. Stol. Oriented Projective Geometry: A Framework for Geometric Computations. Academic Press, New York, NY, 1991.
Context Doc 3.1 3 (0): L. Guibas and J. Stolfi. General subdivisions and voronoi diagrams. ACM Trans. on Graphics, 4(2):74--123, 1985.
Context Doc 3.1 3 (0): David Salesin and Jorge Stolfi. "Rendering CSG Models with a ZZ-Buffer". Computer Graphics (SIGGRAPH '90 Proceedings), Vol. 24, No. 4, pp. 67--76, August 1990.
Context Doc 3.1 3 (0): D. Salesin and J. Stolfi. The ZZ-buffer: a simple and efficient rendering algorithm with reliable antialiasing. In Proceedings of the PIXIM '89, pages 451--466, 1989.
Context Doc 3 3 (0): Guibas, L. J. and J. Stolfi: Ruler, compass and computer: The design and analysis of geometric algorithms. In: Earnshaw, R. A. (Editor): Theoretical Foundations of Computer Graphics and CAD, pages 111 -- 165. Springer Verlag, 1988.
Context Doc 2.9 2 (0): Luiz Henrique Figueiredo and Jorge Stolfi. Adaptive enumeration of implicit surfaces with affine arithmetic. Computer Graphics Forum, 15(5):287--296, 1996.
Context Doc 2.9 2 (0): Luiz Henrique Figueiredo and Jorge Stolfi. Adaptive enumeration of implicit surfaces with a#ne arithmetic. Computer Graphics Forum, 15(5):287--296, 1996.
Context Doc 2.5 1 (0): Mendonca, C.F.X., Sha er, K., Xavier, E.F., Stol, J., Faria, L., and C.M.H. de Figueiredo. The splitting number and skewness of Cn Cm . To appear in Ars Combinatoria.
Context Doc 2.5 1 (0): A Language for BitMap Manipulation, L. Guibas, J. Stolfi, ACM Transactions on Graphics, Vol. 1, No. 3.
Context Doc 2.5 2 (0): M. Andrade, J. Comba, and J. Stolfi. Affine arithmetic. In Abstracts of the International Conference on Interval and Computer-Algebraic Methods in Science and Engineering (INTERVAL), pages 36--40, 1994.
Context Doc 2.4 1 (0): C. F. X. De Mendonca N., E. F. Xavier, L. Faria, C. M. H. Figueiredo, and J. Stolfi. The Vertex Deletion Number of C n \Theta Cm . Technical report, State University of Campinas, SP, Brazil, 1999. URL: http://www.dcc.unicamp.br/~xavier/cnxcmvd.ps.
Context Doc 2.3 2 (0): Joao Luiz Dibl Comba and Jorge Stolfi. Affine arithmetic and its applications to computer graphics. Anais do VII Sibgraphi, 1993.
Context Doc 2 2 (0): L. J. Guibas and J. Stolfi. Ruler, compass, and computer: The design and analysis of geometric algorithms. Research Report 37, DEC Systems Research Center, 1989. Also appeared in Theoretical Foundations of Computer Graphics and CAD, Springer-Verlag.
Context Doc 2 2 (0): H. G. Mairson and J. Stolfi. Reporting line segment intersections. In R. Earnshaw, editor, Theoretical Foundations of Computer Graphics and CAD, number F40 in NATO ASI Series, pages 307--326. Springer-Verlag, 1988.
Context Doc 1.9 1 (1): Helena Cristina da Gama Leit~ao and Jorge Stol. Automatic reassembly of irregular fragments. Technical Report IC-98-06, Institute of Computing, University of Campinas, April 1998.
Context Doc 1.9 1 (0): Fausshauer, G. E. and M. and Schumaker, L. L., Scattered data tting on the sphere. Mathematical Methods for Curves and Sufaces, 117-166. Vanderbilt University Press, Nashville, TN, 1998. 8 A. Gomide and J. Stol
Context Doc 1.9 1 (0): Helena C. da Gama Leit~ao and Jorge Stol. Automatic reassembly of irregular fragments. Technical report IC-98-06, Institute of Computing(IC), University of Campinas, 1998.
Context Doc 1.9 1 (1): Anamaria Gomide and Jorge Stol. Bases for non-homogeneous polynomial C k splines on the sphere. In Lecture Notes in Computer Science 1380: Proc. LATIN'98 - Latin American Theoretical Informatics Conference, pages 133-140. Springer, April 1998.
Context Doc 1.6 1 (0): R. van Iwaarden and J. Stolfi. Affine arithmetic sofware. 1997.
Context Doc 1.6 1 (0): L. H. de Figueiredo, J. Stol, Metodos numericos auto-validados e aplicac~oes, Braz. Math. Colloq. 21, IMPA, 1997
Context Doc 1.6 1 (0): L. H. de Figueiredo, R. Van Iwaarden, and J. Stolfi. Fast interval branch-and-bound methods for unconstrained global optimization with affine arithmetic. Technical Report IC-9708, Institute of Computing, Univ. of Campinas, June 1997.
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The numbers before each article are the weighted number of citations (excluding self-citations), the number of citations, and the predicted number of self-citations. The weighting ranks more recent articles higher. 771 citations were found, of which 77 were predicted to be self-citations. Self-citations are not included in the graph.
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