Used G# - Computational Geometry for .NET for Windows?


Editors’ Review

Download.com staff
G# offers fast and robust computational geometry classes for .NET. It computes 2D Delaunay triangulations and 2D/3D convex hulls with O(n*log(n)) algorithms and exact arithmetic.
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G# - Computational Geometry for .NET 0/1
  • Pros

    • O(n*log(n)) running time for algorithms
    • Exact arithmetic for high robustness
    • Supports large-scale computations with many points
    • Well-documented and self-explanatory methods
    • Includes additional geometry features
  • Cons

    • Basic floating point and exact arithmetic predicates only

Used G# - Computational Geometry for .NET for Windows?


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Full Specifications

GENERAL
Release
Latest update
Version
2.0.0
OPERATING SYSTEMS
Platform
Windows
Operating System
  • Windows 10
  • Windows Vista
  • Windows XP
  • Windows 2000
Additional Requirements
Microsoft .NET Framework 2.0
POPULARITY
Total Downloads
157
Downloads Last Week
14

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Developer’s Description

Compute 2D Delaunay triangulations and 2D and 3D convex hulls in .NET environment.

The G# computational geometry namespace for .NET provides fast and robust classes to compute 2D Delaunay triangulations and 2D and 3D convex hulls. The algorithms have O(n*log(n)) running time and implement exact arithmetic, which makes them very robust. G# also supports 2D conforming Delaunay triangulations, 2d minimum area and perimeter enclosing rectangles, point cloud diameters, 3d principal axes bounding boxes and minimum enclosing circles. G# is perfectly suitable for large-scale computations with hundreds of thousands of points. Every method is well documented and almost self-explaining. The 3D convex hull provides mass properties and a tight bounding box along the principal axes of inertia of the convex hull. You can also access some basic floating point and exact arithmetic predicates.


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