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-rw-r--r--src/livarot/PathSimplify.cpp13
1 files changed, 7 insertions, 6 deletions
diff --git a/src/livarot/PathSimplify.cpp b/src/livarot/PathSimplify.cpp
index d6e916197..7d9f3f57d 100644
--- a/src/livarot/PathSimplify.cpp
+++ b/src/livarot/PathSimplify.cpp
@@ -67,13 +67,14 @@ void Path::Simplify(double treshhold)
}
+#if 0
// dichomtomic method to get distance to curve approximation
// a real polynomial solver would get the minimum more efficiently, but since the polynom
// would likely be of degree >= 5, that would imply using some generic solver, liek using the sturm metod
-double RecDistanceToCubic(Geom::Point const &iS, Geom::Point const &isD,
- Geom::Point const &iE, Geom::Point const &ieD,
- Geom::Point &pt, double current, int lev, double st, double et)
-{
+static double RecDistanceToCubic(Geom::Point const &iS, Geom::Point const &isD,
+ Geom::Point const &iE, Geom::Point const &ieD,
+ Geom::Point &pt, double current, int lev, double st, double et)
+{
if ( lev <= 0 ) {
return current;
}
@@ -114,9 +115,9 @@ double RecDistanceToCubic(Geom::Point const &iS, Geom::Point const &isD,
return current;
}
+#endif
-
-double DistanceToCubic(Geom::Point const &start, PathDescrCubicTo res, Geom::Point &pt)
+static double DistanceToCubic(Geom::Point const &start, PathDescrCubicTo res, Geom::Point &pt)
{
Geom::Point const sp = pt - start;
Geom::Point const ep = pt - res.p;