Revision #43 → #1035 · back to history
addedBézier curvea2aa92cf0bcc
addedControl points define the curvea01c56dd7ba3
addedOrder of a Bézier curvee7609856261d
addedEndpoints are first and last control pointsc998ab780439
addedLinear Bézier curve59ca0894371c
addedLinear Bézier equals linear interpolation370dbe62a5e4
addedQuadratic Bézier curve40ec1dd51c2d
addedTangents intersect at P19722390ab3ad
addedSecond derivative of quadratic Bézierb7c9b5808f55
addedCubic Bézier curve0be9283d128e
addedFour points convert to a cubic Bézier3bf9ef2e850e
addedDerivative of cubic Bézier328406f384e4
addedTschirnhausen cubic casefa43884562b4
addedRecursive definition of Bézier curve8833292b7f10
addedExplicit formulab4113aa2d1aa
addedExplicit formula for n=533e9e79a509f
addedBernstein basis polynomialsc673795150eb
addedControl points89b6ab7c0d27
addedBézier polygoncdb26712bf7c
addedConvex hull contains the curve3a52e41f025b
addedPolynomial form0340b764404b
addedEndpoint interpolation property3b7d0d2b51b8
addedCurve is a line iff control points collinear8befecdf251c
addedTangency at endpoints2d1c74dc6801
addedSubdivision into subcurvesb4cc4bcf1217
addedCircle not exactly a Bézier curvee5dfffc843d6
addedDegree elevation equivalence7de51bcae605
addedVariation diminishing property1e3f7e54fa54
addedNo local control06e723762db6
addedSelf-intersection or cusp possible664e99d5fa89
addedQuadratic Bézier is a parabolic segment70ba8ea6bacb
addedEndpoint tangents meet at control point0f9384010f2c
addedVertex constructiona5d083adef78
addedDirectrix construction5a9df145f0ae
addedFocus construction995a2ffc7b5e
addedDerivative of order-n curvea1f893de27e1
addedde Casteljau linear construction5912e8ac88fe
addedde Casteljau quadratic construction5109890a85fa
addedde Casteljau higher-order constructionc8838223d40b
addedOffset of cubic Bézier is 10th-order curve500d6750c3c9
addedOffset of degree-n Bézier30498007b341
addedDegree elevationcf2487ab37fd
addedDegree elevation from 2 to 304eae1de7e5f
addedRepeated degree elevation verticesd86396c540f2
addedExact degree reduction condition3fa766016abf
addedRational Bézier curvefe737ee596a6
addedFull circle from complex weights630b2d1b6817
addedG1 continuity0cc9b093cca5