Lines Matching refs:order
44 * @brief Two-dimensional Bezier curve of arbitrary order.
47 * Linear segments in 2Geom are in fact Bezier curves of order 1.
50 * of order \f$n\f$ defined by the points \f$\mathbf{p}_0, \mathbf{p}_1, \ldots, \mathbf{p}_n\f$.
51 * Bezier curve of order 1 is a linear interpolation curve between two points, defined as
54 * by linear interpolations, we get the definition of a Bezier curve of order 2, also called
61 * we get a Bezier curve of order 3, called a cubic Bezier curve.
67 * In general, a Bezier curve or order \f$n\f$ can be recursively defined as
89 * The order of a Bezier curve is immuable once it has been created. Normally, you should
90 * know the order at compile time and use the BezierCurveN template. If you need to determine
91 * the order at runtime, use the BezierCurve::create() function. It will create a BezierCurveN
101 * @brief Bezier curve with compile-time specified order.
103 * @tparam degree unsigned value indicating the order of the Bezier curve
131 switch (order())
157 // in case we encounter an order-1 curve created from a vector
194 for (unsigned i = 1; i < order(); ++i) {
394 * In the example we subdivide a curve with 5 control points (order 4).