[Insight-users] increasing bspline control point density
Miller, James V (Research)
millerjv at crd.ge.com
Fri Jul 23 10:25:43 EDT 2004
I think the BSplineUpsampleImageFilter upsamples an image via B-spline
interpolation. I think Karl wants to "upsample" his B-spline not an image.
Jim
-----Original Message-----
From: Stefan Klein [mailto:stefan at isi.uu.nl]
Sent: Friday, July 23, 2004 9:21 AM
To: insight-users at itk.org
Subject: RE: [Insight-users] increasing bspline control point density
Hi Karl,
You may use the itk::BSplineUpsampleImageFilter.
Look at the help of itk::BSplineUpsampleImageFilterBase. There it's
explained how it works.
Regards,
Stefan.
At 08:46 23/07/04, Miller, James V (Research) wrote:
I do not think ITK provides a mechanism for increasing the number of
control points in a B-spline grid. However, the mathematics of B-splines
do support this operation. There are formulas for adding a control point
to a B-spline that maintain the trace of the B-spline (shape of the
B-spline).
Any good book on B-splines will provide the formulas.
Jim
-----Original Message-----
From: Karl Baum [ mailto:kgbaum at syr.edu <mailto:kgbaum at syr.edu> ]
Sent: Thursday, July 22, 2004 5:22 PM
To: insight-users at itk.org
Subject: [Insight-users] increasing bspline control point density
Hi,
I am using BSplines to provide the transformations necessary for my
registration. I would like to take an iterative approach where I first do
registration with a low control point density, and then use the results as
input to a registration with a higher control point density. The issue I am
facing at this point in time is how to initialize the parameters of the
second iteration with the results of the first iteration. In other words I
need to take the grid defined by the deformation coefficients of the first
iteration, and use it as input into the second. To do this I need to
calculate the starting deformation coefficients on the higher density grid.
Does itk provide anything to do this? I was unable to find any
documentation addressing this.
Thanks,
Karl
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