#discreteandcomputationalgeometry نتائج البحث
🎉 184 #OpenAccess articles published (2008 - 2023) in "Discrete & Computational Geometry" are here: bit.ly/3N2AIi7 🔓 #DiscreteandComputationalGeometry ✈️Going for #SoCG #CGWeek23 @UT_Dallas ? Join us for a DCG Reception 👉 bit.ly/3MUZm4m
✈️Going for #SoCG CGWeek 2023 Dallas @UT_Dallas? Join us for a wine and cheese reception 🍷🍾🧀on June 12th (Mon) at 18:10, to discuss what Discrete & Computational Geometry can do for the community and its future! #DiscreteandComputationalGeometry ℹ️springer.com/journal/454/up…
📚Thank you very much to everyone who visited our booth at #SoCG25 Kanazawa, Japan 🇯🇵, June 23–27, 2025! #DiscreteandComputationalGeometry #GraphsandCombinatorics #JournalofAppliedandComputationalTopology
🪻The March 2025 issue of Discrete & Computational Geometry is out now! View the full TOC: link.springer.com/journal/454/vo… Editors-in-Chief: Kenneth L. Clarkson, János Pach, Csaba D. Tóth #DiscreteandComputationalGeometry
✨ Just appeared in #DiscreteAndComputationalGeometry Kristóf Huszár @tugraz, Jonathan Spreer @Sydney_Science: "On the Width of Complicated JSJ Decompositions" #Computational3manifoldTopology 🔓 #OpenAccess link.springer.com/article/10.100…
Recently accepted by #DiscreteandComputationalGeometry, "Discrete Yamabe Problem for Polyhedral Surfaces" by Hana Dal Poz Kouřimská @ISTAustria #MetricGeometry #YamabeProblem #山辺の問題 🔓 #openaccess link.springer.com/article/10.100…
link.springer.com
Discrete Yamabe Problem for Polyhedral Surfaces
Discrete & Computational Geometry - We study a new discretization of the Gaussian curvature for polyhedral surfaces. This discrete Gaussian curvature is defined on each conical singularity of a...
⛵️The July 2025 issue of Discrete & Computational Geometry is out now! View the full TOC: link.springer.com/journal/454/vo… Editors-in-Chief: Kenneth L. Clarkson, János Pach, Csaba D. Tóth #DiscreteandComputationalGeometry
Jean-Daniel Boissonnat, Frank Nielsen, Richard Nock: "Bregman Voronoi Diagrams" Discrete Comput Geom 44, 281–307 (2010) Free view🔗rdcu.be/c8Y8P #VoronoiDiagram #Legendretransformation #DiscreteAndComputationalGeometry link.springer.com/article/10.100…
link.springer.com
Bregman Voronoi Diagrams
Discrete & Computational Geometry - The Voronoi diagram of a finite set of objects is a fundamental geometric structure that subdivides the embedding space into regions, each region consisting...
🏆 Top 10 most cited article #DiscreteandComputationalGeometry #9 D. Avis & K. Fukuda: A pivoting algorithm for convex hulls and vertex enumeration of arrangements and polyhedra (1992) 320 times @webofscience #福田公明 Free view 🔗rdcu.be/decuW link.springer.com/article/10.100…
link.springer.com
A pivoting algorithm for convex hulls and vertex enumeration of arrangements and polyhedra
Discrete & Computational Geometry - We present a new pivot-based algorithm which can be used with minor modification for the enumeration of the facets of the convex hull of a set of points, or...
Georg Grasegger @oeaw, Jan Legerský, Josef Schicho @jkulinz: "Graphs with Flexible Labelings" Discrete & Computational Geometry, 62, 461–480 (2019) #Graphrealization #Lamangraph #DiscreteAndComputationalGeometry 🔓#freeaccess for a limited time link.springer.com/article/10.100…
🏆 Top 10 most cited article #DiscreteandComputationalGeometry #10 C. Hales: The Honeycomb Conjecture" (2001) 278 times @webofscience #asoftoday Free view 🔗 rdcu.be/decs5 link.springer.com/article/10.100…
link.springer.com
The Honeycomb Conjecture
Discrete & Computational Geometry - This article gives a proof of the classical honeycomb conjecture: any partition of the plane into regions of equal area has perimeter at least that of the...
🏆 Top 10 most cited article #DiscreteandComputationalGeometry #6 N. Amenta and M. Bern: Surface Reconstruction by Voronoi Filtering (1999) 408 times @webofscience #asoftoday Free view 🔗 rdcu.be/decza link.springer.com/article/10.100…
link.springer.com
Surface Reconstruction by Voronoi Filtering
Discrete & Computational Geometry - We give a simple combinatorial algorithm that computes a piecewise-linear approximation of a smooth surface from a finite set of sample points. The algorithm...
🏆 Top 10 most cited articles #DiscreteandComputationalGeometry #5 David Haussler and Emo Welzl: ɛ-nets and simplex range queries (1987) 409 times @webofscience #asoftoday Free view 🔗 rdcu.be/deczU link.springer.com/article/10.100…
link.springer.com
ɛ-nets and simplex range queries
Discrete & Computational Geometry - We demonstrate the existence of data structures for half-space and simplex range queries on finite point sets ind-dimensional space,d≥2, with linear...
🏆 Top 10 most cited articles #DiscreteandComputationalGeometry 🥇Herbert Edelsbrunner, David Letscher and Afra Zomorodian: Topological Persistence and Simplification (2002) 777 times @webofscience #asoftoday Free view 🔗 rdcu.be/decDn link.springer.com/article/10.100…
link.springer.com
Topological Persistence and Simplification
Discrete & Computational Geometry - We formalize a notion of topological simplification within the framework of a filtration, which is the history of a growing complex. We classify a...
🏆 Top 10 most cited articles #DiscreteandComputationalGeometry 🥈Afra Zomorodian and Gunnar Carlsson: Computing Persistent Homology (2005) 747 times @webofscience #asoftoday Free view 🔗 rdcu.be/decCH link.springer.com/article/10.100…
link.springer.com
Computing Persistent Homology
Discrete & Computational Geometry - We show that the persistent homology of a filtered d-dimensional simplicial complex is simply the standard homology of a particular graded module over a...
🏆 Top 10 most cited article #DiscreteandComputationalGeometry #7 Bernard Chazelle: Triangulating a simple polygon in linear time (1991) 329 times @webofscience #asoftoday Free view 🔗 rdcu.be/decyc link.springer.com/article/10.100…
link.springer.com
Triangulating a simple polygon in linear time
Discrete & Computational Geometry - We give a deterministic algorithm for triangulating a simple polygon in linear time. The basic strategy is to build a coarse approximation of a triangulation...
🏆 Top 10 most cited articles #DiscreteandComputationalGeometry #4 David Cohen-Steiner, Herbert Edelsbrunner and John Harer: Stability of Persistence Diagrams (2007) 515 times @webofscience #asoftoday Free view 🔗 rdcu.be/decAx link.springer.com/article/10.100…
🏆 Top 10 most cited article #DiscreteandComputationalGeometry #8 Ingo Althöfer, Gautam Das, David Dobkin, Deborah Joseph, José Soares: On sparse spanners of weighted graphs (1993) 324 times @webofscience #asoftoday Free view 🔗 rdcu.be/decvH link.springer.com/article/10.100…
link.springer.com
On sparse spanners of weighted graphs
Discrete & Computational Geometry - Given a graphG, a subgraphG' is at-spanner ofG if, for everyu,v ɛV, the distance fromu tov inG' is at mostt times longer than the distance inG....
🏆 Top 10 most cited articles #DiscreteandComputationalGeometry 🥉Kenneth Clarkson and Peter Shor @PeterShor1: Applications of random sampling in computational geometry, II (1989) 541 times @webofscience #asoftoday Free view 🔗 rdcu.be/decAZ link.springer.com/article/10.100…
🎄The December 2024 issue of Discrete & Computational Geometry is out now! View the full TOC: link.springer.com/journal/454/vo… #DiscreteandComputationalGeometry
⛵️The July 2025 issue of Discrete & Computational Geometry is out now! View the full TOC: link.springer.com/journal/454/vo… Editors-in-Chief: Kenneth L. Clarkson, János Pach, Csaba D. Tóth #DiscreteandComputationalGeometry
✨ Just appeared in #DiscreteAndComputationalGeometry Kristóf Huszár @tugraz, Jonathan Spreer @Sydney_Science: "On the Width of Complicated JSJ Decompositions" #Computational3manifoldTopology 🔓 #OpenAccess link.springer.com/article/10.100…
📚Thank you very much to everyone who visited our booth at #SoCG25 Kanazawa, Japan 🇯🇵, June 23–27, 2025! #DiscreteandComputationalGeometry #GraphsandCombinatorics #JournalofAppliedandComputationalTopology
✨ Just appeared in #DiscreteAndComputationalGeometry Boris Aronov, Abdul Basit @Monash_Science, Indu Ramesh, Gianluca Tasinato, Uli Wagner : "Eight-Partitioning Points in 3D, and Efficiently Too" 🔓 #OpenAccess link.springer.com/article/10.100…
✨ Recently accepted by #DiscreteAndComputationalGeometry Alexander I. Bobenko, Carl O. R. Lutz: "Decorated Discrete Conformal Equivalence in Non-Euclidean Geometries" 🔓 #OpenAccess link.springer.com/article/10.100…
🐿️The June 2025 issue of Discrete & Computational Geometry is out now! View the full TOC: link.springer.com/journal/454/vo… Editors-in-Chief: Kenneth L. Clarkson, János Pach, Csaba D. Tóth #DiscreteandComputationalGeometry
✨ Recently accepted by #DiscreteAndComputationalGeometry Gennadiy Averkov, Ivan Soprunov: "An Algebraic-Combinatorial Proof of a Bézout-Type Inequality for Mixed Volumes of Three-Dimensional Zonoids" 🔓 #OpenAccess link.springer.com/article/10.100…
✨ Recently accepted by #DiscreteandComputationalGeometry Jean-Yves Welschinger @UnivLyon1: "Morse Shellings Out of Discrete Morse Functions" Free view 🔗 rdcu.be/eeTwx #Simplicialcomplex link.springer.com/article/10.100…
✨ Recently accepted by #DiscreteandComputationalGeometry Alexander I. Bobenko, Alexander Y. Fairley: "Circular Nets with Spherical Parameter Lines and Terminating Laplace Sequences" 🔓 #OpenAccess link.springer.com/article/10.100…
✨ Recently accepted by #DiscreteandComputationalGeometry Henry Adams @UF, Florian Frick @CarnegieMellon, Sushovan Majhi @GWtweets, Nicholas McBride: "Hausdorff vs Gromov–Hausdorff Distances" Free view 🔗 rdcu.be/ea7IF link.springer.com/article/10.100…
🪻The March 2025 issue of Discrete & Computational Geometry is out now! View the full TOC: link.springer.com/journal/454/vo… Editors-in-Chief: Kenneth L. Clarkson, János Pach, Csaba D. Tóth #DiscreteandComputationalGeometry
✨ Recently accepted by #DiscreteandComputationalGeometry Mehdi Makhul #RICAM, Josef Schicho #RISC, Audie Warren 🇦🇹: "On Galois Groups of Type-1 Minimally Rigid Graphs" 🔓 #OpenAccess 👉 link.springer.com/article/10.100…
☃️The January 2025 issue of Discrete & Computational Geometry is out now! View the full TOC: link.springer.com/journal/454/vo… #DiscreteandComputationalGeometry
🎄The December 2024 issue of Discrete & Computational Geometry is out now! View the full TOC: link.springer.com/journal/454/vo… #DiscreteandComputationalGeometry
✨ Recently accepted by #DiscreteAndComputationalGeometry #DCG Ángel Javier Alonso, Michael Kerber @tugraz: "Decomposition of Zero-Dimensional Persistence Modules via Rooted Subsets" 🔓 #OpenAccess link.springer.com/article/10.100…
Recently accepted by #DiscreteandComputationalGeometry, "Discrete Yamabe Problem for Polyhedral Surfaces" by Hana Dal Poz Kouřimská @ISTAustria #MetricGeometry #YamabeProblem #山辺の問題 🔓 #openaccess link.springer.com/article/10.100…
link.springer.com
Discrete Yamabe Problem for Polyhedral Surfaces
Discrete & Computational Geometry - We study a new discretization of the Gaussian curvature for polyhedral surfaces. This discrete Gaussian curvature is defined on each conical singularity of a...
🎉 184 #OpenAccess articles published (2008 - 2023) in "Discrete & Computational Geometry" are here: bit.ly/3N2AIi7 🔓 #DiscreteandComputationalGeometry ✈️Going for #SoCG #CGWeek23 @UT_Dallas ? Join us for a DCG Reception 👉 bit.ly/3MUZm4m
✈️Going for #SoCG CGWeek 2023 Dallas @UT_Dallas? Join us for a wine and cheese reception 🍷🍾🧀on June 12th (Mon) at 18:10, to discuss what Discrete & Computational Geometry can do for the community and its future! #DiscreteandComputationalGeometry ℹ️springer.com/journal/454/up…
🏆 Top 10 most cited articles #DiscreteandComputationalGeometry 🥇Herbert Edelsbrunner, David Letscher and Afra Zomorodian: Topological Persistence and Simplification (2002) 777 times @webofscience #asoftoday Free view 🔗 rdcu.be/decDn link.springer.com/article/10.100…
link.springer.com
Topological Persistence and Simplification
Discrete & Computational Geometry - We formalize a notion of topological simplification within the framework of a filtration, which is the history of a growing complex. We classify a...
🏆 Top 10 most cited articles #DiscreteandComputationalGeometry 🥈Afra Zomorodian and Gunnar Carlsson: Computing Persistent Homology (2005) 747 times @webofscience #asoftoday Free view 🔗 rdcu.be/decCH link.springer.com/article/10.100…
link.springer.com
Computing Persistent Homology
Discrete & Computational Geometry - We show that the persistent homology of a filtered d-dimensional simplicial complex is simply the standard homology of a particular graded module over a...
🎉 184 #OpenAccess articles published (2008 - 2023) in "Discrete & Computational Geometry" are here: bit.ly/3N2AIi7 🔓 #DiscreteandComputationalGeometry ✈️Going for #SoCG #CGWeek23 @UT_Dallas ? Join us for a DCG Reception 👉 bit.ly/3MUZm4m
📚Thank you very much to everyone who visited our booth at #SoCG25 Kanazawa, Japan 🇯🇵, June 23–27, 2025! #DiscreteandComputationalGeometry #GraphsandCombinatorics #JournalofAppliedandComputationalTopology
🪻The March 2025 issue of Discrete & Computational Geometry is out now! View the full TOC: link.springer.com/journal/454/vo… Editors-in-Chief: Kenneth L. Clarkson, János Pach, Csaba D. Tóth #DiscreteandComputationalGeometry
✈️Going for #SoCG CGWeek 2023 Dallas @UT_Dallas? Join us for a wine and cheese reception 🍷🍾🧀on June 12th (Mon) at 18:10, to discuss what Discrete & Computational Geometry can do for the community and its future! #DiscreteandComputationalGeometry ℹ️springer.com/journal/454/up…
⛵️The July 2025 issue of Discrete & Computational Geometry is out now! View the full TOC: link.springer.com/journal/454/vo… Editors-in-Chief: Kenneth L. Clarkson, János Pach, Csaba D. Tóth #DiscreteandComputationalGeometry
🎄The December 2024 issue of Discrete & Computational Geometry is out now! View the full TOC: link.springer.com/journal/454/vo… #DiscreteandComputationalGeometry
☃️The January 2025 issue of Discrete & Computational Geometry is out now! View the full TOC: link.springer.com/journal/454/vo… #DiscreteandComputationalGeometry
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