| /external/eigen/unsupported/test/ |
| D | splines.cpp | 99 Spline3d spline = spline3d(); in eval_spline3d() local
128 Vector3d pt = spline(u(i)); in eval_spline3d()
136 Spline3d spline = spline3d(); in eval_spline3d_onbrks() local
138 RowVectorXd u = spline.knots(); in eval_spline3d_onbrks()
156 Vector3d pt = spline(u(i)); in eval_spline3d_onbrks()
163 Spline2d spline = closed_spline2d(); in eval_closed_spline2d() local
196 Vector2d pt = spline(u(i)); in eval_closed_spline2d()
214 const Spline2d spline = SplineFitting<Spline2d>::Interpolate(points,3); in check_global_interpolation2d() local
218 PointType pt = spline( chord_lengths(i) ); in check_global_interpolation2d()
226 const Spline2d spline = SplineFitting<Spline2d>::Interpolate(points,3,chord_lengths); in check_global_interpolation2d() local
[all …]
|
| /external/fonttools/Tests/cu2qu/ |
| D | cu2qu_test.py | 78 for spline in self.single_splines:
79 n = len(spline) - 2
96 for spline in splines[1:]:
97 self.assertEqual(len(spline) - 2, n,
123 def curve_spline_dist(cls, bezier, spline, total_steps=20): argument
127 n = len(spline) - 2
130 p1 = spline[0] if i == 0 else p3
131 p2 = spline[i + 1]
133 p3 = cls.lerp(spline[i + 1], spline[i + 2], 0.5)
135 p3 = spline[n + 2]
|
| /external/fonttools/Lib/fontTools/cu2qu/ |
| D | cu2qu.py | 337 spline = [cubic[0], next_q1]
349 spline.append(next_q1)
365 spline.append(cubic[3])
367 return spline
389 spline = cubic_approx_spline(curve, n, max_err)
390 if spline is not None:
392 return [(s.real, s.imag) for s in spline]
437 spline = cubic_approx_spline(curves[i], n, max_errors[i])
438 if spline is None:
444 splines[i] = spline
[all …]
|
| /external/eigen/unsupported/Eigen/ |
| D | Splines | 16 * \defgroup Splines_Module Spline and spline fitting module
18 * This module provides a simple multi-dimensional spline class while
19 * offering most basic functionality to fit a spline to point sets.
|
| /external/eigen/unsupported/Eigen/src/Splines/ |
| D | Spline.h | 88 Spline(const Spline<Scalar, Dimension, OtherDegree>& spline) : in Spline() argument
89 m_knots(spline.knots()), m_ctrls(spline.ctrls()) {} in Spline()
313 …void derivativesImpl(const SplineType& spline, typename SplineType::Scalar u, DenseIndex order, De… in derivativesImpl() argument
323 const DenseIndex p = spline.degree(); in derivativesImpl()
324 const DenseIndex span = spline.span(u); in derivativesImpl()
331 …const BasisDerivativeType basis_func_ders = spline.template basisFunctionDerivatives<DerivativeOrd… in derivativesImpl()
337 …const Block<const ControlPointVectorType,Dimension,Order> ctrl_pts(spline.ctrls(),0,span-p,Dimensi… in derivativesImpl()
|
| D | SplineFitting.h | 411 SplineType spline(knots, controlPoints); in InterpolateWithDerivatives()
413 return spline; in InterpolateWithDerivatives()
|
| /external/fonttools/Doc/source/cu2qu/ |
| D | index.rst | 15 resulting spline fits within the given tolerance.
|
| /external/oboe/samples/RhythmGame/third_party/glm/gtx/ |
| D | spline.inl | 2 /// @file glm/gtx/spline.inl
|
| /external/one-true-awk/testdir/ |
| D | chem.awk | 151 t = "spline"
|
| D | funstack.in | 1365 … splines; computers; mathematics; numerical methods; polynomials; simple spline representation; un…
2912 …roximation; interactive graphical display; linear programming; online operation; spline functions",
6994 …s; integration; numerical methods; quadrature; Richardson extrapolation; spline; splines (mathemat…
10528 title = "Cubic spline solutions to fourth-order boundary value problems",
10540 …abstract = "The cubic spline approximation to the fourth-order differential equation $y''''+p(…
10544 …y value problem; boundary value problems; boundary-value problems; cubic spline; differential; dif…
11802 …keywords = "(mathematics); boundary value problem; boundary-value problems; cubic spline solut…
12292 …keywords = "approximation; cubic natural spline; interpolation; natural spline interpolation; …
13155 …spline under tension was introduced by Schweikert in an attempt to imitate cubic splines but avoid…
13161 …d; interpolation; FORTRAN; graphics; iterative method; information system; spline; curve fitting;",
[all …]
|
| D | funstack.ok | 1422 W. D. Hoskins Cubic spline solutions to fourth-order
|
| /external/hyphenation-patterns/en-US/ |
| D | ushyphex.tex | 684 mono-spline
|
| D | hyph-en-us.hyp.txt | 685 mono-spline
|
| /external/freetype/ |
| D | ChangeLog.24 | 5041 Fix thinko in spline flattening.
5206 [smooth] Fix and improve spline flattening.
6065 simplified algorithm to find out whether the spline can be replaced
|
| /external/freetype/docs/ |
| D | CHANGES | 1860 - To fix the above mentioned rendering issue, a new spline
|
| /external/jline/src/src/test/resources/jline/example/ |
| D | english.gz | |
| /external/kotlinx.coroutines/benchmarks/src/jmh/resources/ |
| D | ospd.txt.gz | |