Description: Library to handle and visualize geometric primitives such as points,lines, circles and ellipses, polygons...
The goal is to provide a low-level library for manipulating geometrical primitives, making easier the development of more complex geometric algorithms.
- [hfiles] - Geometrical transformation problems
File list (Check if you may need any files):
geom2d\angle2Points.m
......\angle3Points.m
......\angleSort.m
......\bisector.m
......\boxes2d.m
......\cart2geod.m
......\cartesianLine.m
......\centroid.m
......\circleArcAsCurve.m
......\circleAsPolygon.m
......\circles2d.m
......\clipEdge.m
......\clipLine.m
......\clipLineRect.m
......\clipPoints.m
......\clipPolygon.m
......\clipPolygonHP.m
......\Contents.m
......\convexification.m
......\crackPattern.m
......\crackPattern2.m
......\createCircle.m
......\createDirectedCircle.m
......\createEdge.m
......\createLine.m
......\createMedian.m
......\createRay.m
......\curvature.m
......\curveCentroid.m
......\curveLength.m
......\distancePointEdge.m
......\distancePointLine.m
......\distancePoints.m
......\drawArrow.m
......\drawCenteredEdge.m
......\drawCircle.m
......\drawCircleArc.m
......\drawCurve.m
......\drawEdge.m
......\drawEllipse.m
......\drawEllipseArc.m
......\drawLabels.m
......\drawLine.m
......\drawParabola.m
......\drawPoint.m
......\drawPolygon.m
......\drawRay.m
......\drawRect.m
......\drawRect2.m
......\drawShape.m
......\edgeAngle.m
......\edgeLength.m
......\edges2d.m
......\ellipseAsPolygon.m
......\enclosingCircle.m
......\fillPolygon.m
......\formatAngle.m
......\geod2cart.m
......\hexagonalGrid.m
......\homothecy.m
......\inCircle.m
......\inertiaEllipse.m
......\intersectEdges.m
......\intersectLineEdge.m
......\intersectLinePolygon.m
......\intersectLines.m
......\invertLine.m
......\isLeftOriented.m
......\isParallel.m
......\isPerpendicular.m
......\license.txt
......\lineAngle.m
......\lineFit.m
......\linePosition.m
......\lines2d.m
......\lineSymmetry.m
......\medialAxisConvex.m
......\medianLine.m
......\minDistance.m
......\minDistancePoints.m
......\normalize.m
......\onCircle.m
......\onEdge.m
......\onLine.m
......\onRay.m
......\orthogonalLine.m
......\parallelLine.m
......\parametrize.m
......\pointOnLine.m
......\points2d.m
......\polarPoint.m
......\polyfit2.m
......\polygonArea.m
......\polygonBounds.m
......\polygonCentroid.m
......\polygonContains.m
......\polygonExpand.m
......\polygonLength.m
......\polygonNormalAngle.m
......\polygons2d.m
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