[Insight-users] ITK support for path generation
Prashanth Ravindran
prashanth at 100ximaging.com
Thu Nov 5 23:25:52 EST 2009
Hi Nick-
Of course I am interested. Thanks a lot for taking the effort.
Thanks
-- Prashanth
----- Original Message ----
> From: Nicholas Tustison <ntustison at gmail.com>
> To: Prashanth Ravindran <prashanth at 100ximaging.com>
> Cc: insight-users at itk.org
> Sent: Fri, November 6, 2009 6:07:58 AM
> Subject: Re: [Insight-users] ITK support for path generation
>
> Hi Prashanth,
>
> Your email motivated me to complete an additional portion of my B-spline code
> which would answer the second component of your problem, i.e. determining
> whether or not a given point lies on the curve (with some tolerance). What the
> code actually does is, in the B-spline curve case, determine the parametric
> values of a point on the curve closest to a user-specified point. Are you still
> interested in this second part?
>
> Nick
>
>
> On Nov 4, 2009, at 8:43 AM, Prashanth Ravindran wrote:
>
> > Hi Nick-
> >
> > These points are not ordered, i.e one does not know which point comes before
> the other, also the parametrization is not known a-priori. Ordering can be done
> via chain coding, and I know that there is ITK support for that, however is
> there a ITK way of calculating the parametrization?
> >
> > --Prashanth
> >
> >
> >> From: Nicholas Tustison
> >> To: Prashanth Ravindran
> >> Cc: insight-users at itk.org
> >> Sent: Wed, November 4, 2009 6:49:09 PM
> >> Subject: Re: [Insight-users] ITK support for path generation
> >>
> >> Hi Prashanth,
> >>
> >> Take a look at the following which should help you with the first part.
> >>
> >> http://www.insight-journal.org/browse/publication/57
> >>
> >> The relevant classes are currently in the Review directory.
> >>
> >> Good luck,
> >> Nick
> >>
> >>
> >> On Nov 4, 2009, at 4:47 AM, Prashanth Ravindran wrote:
> >>
> >>> Hi All-
> >>>
> >>> I have set of 2-d points, and want to use these points to generate a curve
> >> that fits all these points, and lets me test if a given 2-d point lies on the
> >> curve (with some tolerance). Are there any classes that I can use to this
> end?
> >>>
> >>> Thanks,
> >>> --Prashanth
> >>>
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