Network Pipe Manufacturer

    41 packages found

    Polygon convex partitioning and triangulation.

    published 1.0.2 4 months ago
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    Merge solid polygons and decompose into convexes.

    published 1.0.0 a year ago
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    Function that finds the convex hull of a set of points via the Graham Scan algorithm.

    published 2.0.1 2 months ago
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    Clean polygon or polyline coordinates: remove duplicates, collinear or degenerate segments, holes, trim etc.

    published 3.0.1 4 years ago
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    Calculates a series of convex hulls for periods of timestamped 2D point data

    published 0.0.114 a year ago
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    Any dimensional convex hull

    published 1.0.3 8 years ago
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    Incremental n-dimensional convex hull algorithm

    published 1.0.1 8 years ago
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    Merge non continuous geojson polygons into multiples concave polygons based on polygons distance.

    published 1.0.1 7 months ago
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    Monotone Chain Convex Hull algorithm

    published 1.0.0 5 years ago
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    Robust 2D convex hull algorithm

    published 1.0.1 8 years ago
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    Implementation of the Graham Scan algorithm to calculate a convex hull from a given array of x, y coordinates.

    published 1.0.4 6 years ago
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    Computes the closest point to a polytope in arbitrary dimensions

    published 1.0.0 8 years ago
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    Convex hull algorithms in R^2 code bricks for JavaScript

    published 3.0.0 5 years ago
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    Computes the convex hull of a set allowing for possible lower dimensional degeneracies

    published 1.0.0 8 years ago
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    Convex decomposition for 2D polygons

    published 0.3.0 4 years ago
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    An algorithm to decompose polygons with holes from "A practical algorithm for decomposing polygonal domains into convex polygons by diagonals" by J Fernández

    published 2.0.0 3 years ago
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    Any dimensional Minkowski sums of convex polytopes

    published 1.0.0 8 years ago
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    2D/3D convex polygon tessellators

    published 2.1.17 4 days ago
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    Calculates convex hull for the set of 2d points

    published 0.1.0 7 years ago
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    2D polygon clipping / offsetting (Sutherland-Hodgeman, Grainer-Hormann)

    published 2.1.17 4 days ago
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