Bijective image registration using thin-plate splines

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DOI:
Conference Proceeding/Paper | Published | English
Authors:
Eriksson, Anders P ; Åström, Karl
Department:
Mathematics (Faculty of Engineering)
Abstract:
Image registration is the process of geometrically aligning two or more images. In this paper we describe a method for registering pairs of images based on thin-plate spline mappings. The proposed algorithm minimizes the difference in gray-level intensity over bijective deformations. By using quadratic sufficient constraints for bijectivity and a least squares formulation this optimization problem can be addressed using quadratic programming and a modified Gauss-Newton method. This approach also results in a very computationally efficient algorithm. Example results from the algorithm on three different types of images are also presented.
Keywords:
Thin plate spline mappings ; Quadratic sufficient constraints ; Gauss-Newton method
ISSN:
1051-4651
LUP-ID:
3e5bd858-a5ca-4134-a4e0-f4c1c8c3ffa8 | Link: https://lup.lub.lu.se/record/3e5bd858-a5ca-4134-a4e0-f4c1c8c3ffa8 | Statistics

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