[OpenJDK 2D-Dev] CubicCurve2D.solveCubic and containment/intersection bugs.
Denis Lila
dlila at redhat.com
Tue Jan 11 21:06:41 UTC 2011
Hi Jim.
I'm starting a new thread about this, since "X11 uniform scaled
wide lines and dashed lines; STROKE_CONTROL in Pisces" has
absolutely nothing to do with what we were discussing :-)
> You might want to submit it as a separate push and get credit for fixing
> 4645692 (solveCubic doesn't return all answers), and maybe even the
> following failures in the containment methods (which could be closed as
> dups if this fixes the problems) as well:
>
> 4724552
> 4493128
> 4074742
> 4724556
> (etc. Those were just the bugs I found on the first 2 pages of a bug
> database search)
I've been thinking about these bugs, but I'm confused about what
the correct behaviour is supposed to be in many of these cases:
contain(double, double, double, double) says "Tests if the interior of
the Shape entirely contains the specified rectangular area". I have
two questions on this. Does "interior of the Shape" mean the set of points
that are inside the shape as per the "Definition of insideness" in awt.Shape,
or does it mean everything inside *minus* the boundary? Also, I have the
same question about the rectangle parameter: does "entirely contain..."
include the points on the boundary of the rectangle or not?
I'm also confused about contains(Point2D). What should be returned if the
Point2D is on the boundary? Would this be decided using the "Definition of
insideness"?
I have similar questions about the intersect methods, but I'm guessing those
can be extrapolated from any answers I might get about the contains methods.
Also, contains(double, double) is working properly in the given reproducer
for 4724556. I'm guessing this is because "contains" used to use solveCubic
but it's not anymore so it's behaving correctly (at least in this case). This
bug report is a bit ambiguous since it's also referring to solveCubic not
finding a root, so I think it should either be closed as fixed or notabug
or it should be made a duplicate of 4645692.
Thank you,
Denis.
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