Searched refs:treshhold (Results 1 - 3 of 3) sorted by relevance

/inkscape/src/livarot/
H A DPath.h43 // each time the bezier fitter encounters such a point in the polyline, it decreases its treshhold,
118 // treshhold is the max length^2 (sort of)
119 void Convert (double treshhold);
120 void ConvertEvenLines (double treshhold); // decomposes line segments too, for later recomposition
122 void ConvertWithBackData (double treshhold);
161 void Simplify (double treshhold);
248 void RecBezierTo ( Geom::Point const &iPt, Geom::Point const &iS, Geom::Point const &iE, double treshhold, int lev, double maxL = -1.0);
254 void RecBezierTo ( Geom::Point const &iPt, Geom::Point const &iS, const Geom::Point &iE, double treshhold, int lev, double st, double et,
270 void RecBezierTo ( Geom::Point const &iPt, Geom::Point const &iS, Geom::Point const &iE, double treshhold, int lev, double st, double et,
371 void DoSimplify(int off, int N, double treshhold);
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H A DPathConversion.cpp21 void Path::ConvertWithBackData(double treshhold) argument
95 RecCubicTo(curX, nData->start, nextX, nData->end, treshhold, 8, 0.0, 1.0, curP);
105 DoArc(curX, nextX, nData->rx, nData->ry, nData->angle, nData->large, nData->clockwise, treshhold, curP);
145 RecBezierTo(cx, stx, mx, treshhold, 8, 0.0, 1.0, curP + k);
165 RecBezierTo(cx, stx, mx, treshhold, 8, 0.0, 1.0, curP + nbInterm - 1);
184 void Path::Convert(double treshhold) argument
277 RecCubicTo(curX, nData->start, nextX, nData->end, treshhold, 8);
294 DoArc(curX, nextX, nData->rx, nData->ry, nData->angle, nData->large, nData->clockwise, treshhold);
320 RecBezierTo(midX, curX, nextX, treshhold, 8);
351 RecBezierTo(cx, stx, mx, treshhold,
399 ConvertEvenLines(double treshhold) argument
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H A DPathSimplify.cpp19 * here: walk on the polyline, trying to extend the portion you can fit by respecting the treshhold, split when
20 * treshhold is exceeded. when encountering a "forced" point, lower the treshhold to favor splitting at that point
45 void Path::Simplify(double treshhold) argument
63 DoSimplify(lastM, lastP - lastM, treshhold);
151 void Path::DoSimplify(int off, int N, double treshhold) argument
153 // non-dichotomic method: grow an interval of points approximated by a curve, until you reach the treshhold, and repeat
195 (contains_forced) ? 0.05 * treshhold : treshhold,
212 AttemptSimplify(off + curP, M, treshhold, re
321 ExtendFit(int off, int N, fitting_tables &data, double treshhold, PathDescrCubicTo &res, int &worstP) argument
434 AttemptSimplify(fitting_tables &data,double treshhold, PathDescrCubicTo & res,int &worstP) argument
737 AttemptSimplify(int off, int N, double treshhold, PathDescrCubicTo &res,int &worstP) argument
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