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Computational Geometry

58 items from atkirtland/awesome-computational-geometry ★135

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    S2 Geometry Library github.com

    A package for manipulating geometric shapes. Unlike many geometry libraries, S2 is primarily designed to work with spherical geometry, i.e., shapes drawn on a sphere rather than on a planar 2D map. This makes it especially suitable for working with geographic data.

  2. 0
    geometry3Sharp github.com

    Open-Source, Boost-licensed C# library for geometric computing.

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    Computational Geometry Unity Library github.com

    A library of computational geometry algorithms for Unity.

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    hull.js github.com

    JavaScript library that builds the convex hull of a set of points.

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    CGAL cgal.org

    Algorithms for computational geometry. (C++, mixed LGPL/GPL, GitHub)

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    Geometric Tools geometrictools.com

    Mathematics, geometry, graphics, image analysis and physics in C++14.

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    Configuration Space youtube.com

    The space of possible configurations of an object like a robot.

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    Wykobi wykobi.com

    An extremely efficient, robust, and simple to use C++ 2D/3D oriented computational geometry library.

  9. 0
    The Stony Brook Algorithm Repository www3.cs.stonybrook.edu

    A repository of algorithms based on The Algorithm Design Manual.

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    k-d tree web.archive.org

    A method of partitioning k-dimensional space in an efficient way for searches like nearest neighbors.

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    Convex Hull visualgo.net

    The convex hull of a shape is the smallest convex set that contains it.

  12. 0
    Udemy udemy.com

    A course about implementing computational geometry algorithms in C++.

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    The Open Problems Project topp.openproblem.net

    A project aimed to record important open problems in computational geometry and related fields.

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    TopCoder topcoder.com

    A set of articles on computational geometry.

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    Chan's Algorithm sophiedasinger.github.io

    An optimal output-sensitive algorithm to compute the convex hull of a set of points in 2 or 3 dimensions.

  16. 0
    UC Santa Barbara sites.cs.ucsb.edu

    A course taught by Subhash Suri in 2021.

  17. 0
    Symposium on Discrete Algorithms siam.org

    ACM-SIAM, held annually.

  18. 0
    Kirkpatrick's Point location rkaneriya.github.io

    A data structure and method for point location with O(n) space and O(log n) query time using triangulation.

  19. 0
    Wolfram reference.wolfram.com

    Documentation for computational geometry algorithms implemented in the Wolfram language.

  20. 0
    UC Berkeley people.eecs.berkeley.edu

    A course taught by Jonathan Shewchuk in 2019.

  21. 0
    MIT OCW ocw.mit.edu

    A course taught by Nicholas Patrikalakis and Takashi Maekawa in 2013.

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    Matlab mathworks.com

    Documentation for computational geometry algorithms implemented in the Matlab.

  23. 0
    Elsevier journals.elsevier.com

    A forum for research in theoretical and applied aspects of computational geometry.

  24. 0
    Journal of Computational Geometry jocg.org

    An international open access journal devoted to publishing original research of the highest quality in all aspects of computational geometry.

  25. 0
    CGViz: Computational Geometry Interactive Visualizations jes24.github.io

    (GitHub) - CGViz is a FOSS web app for step-by-step visualizations of many algorithms, designed for exploration, teaching, and creating exportable visuals.

  26. 0
    UIUC jeffe.cs.illinois.edu

    A course taught by Jeff Erickson in 2022.

  27. 0
    Computational Geometry Software Libraries jeffe.cs.illinois.edu

    UIUC's large collection and library of geometric software by Jeff Erickson.

  28. 0
    IEEE Symposium on Foundations of Computer Science ieee-focs.org

    The flagship conference sponsored by the IEEE Computer Society Technical Committee on the Mathematical Foundations of Computing (TCMF) and covers a broad range of theoretical computer science.

  29. 0
    KIT i11www.iti.kit.edu

    A course taught by Tamara Mchedlidze and Chih-Hung Liu in 2018.

  30. 0
    HackerRank hackerrank.com

    A set of programming problems using computational geometry.

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