You are here: MIMS > EPrints
MIMS EPrints

2006.4: Computing the Geodesic Interpolating Spline

2006.4: Anna Mills, Stephen Marsland and Tony Shardlow (2006) Computing the Geodesic Interpolating Spline.

Full text available as:

PDF - Requires a PDF viewer such as GSview, Xpdf or Adobe Acrobat Reader
532 Kb


We examine non-rigid image registration by knotpoint matching. We consider registering two images, each with a set of knotpoints marked, where one of the images is to be registered to the other by a nonlinear warp so that the knotpoints on the template image are exactly aligned with the corresponding knotpoints on the reference image.

We explore two approaches to computing the Geodesic Interpolating Spline registration. First, we describe a method which exploits the structure of the objective function and constraints to permit efficient optimisation and second, we outline an approach using the framework of classical mechanics.

Item Type:MIMS Preprint
Subjects:MSC 2000 > 65 Numerical analysis
MSC 2000 > 68 Computer science
MSC 2000 > 92 Biology and other natural sciences
MIMS number:2006.4
Deposited By:Tony Shardlow
Deposited On:05 January 2006

Download Statistics: last 4 weeks
Repository Staff Only: edit this item