1 Multimodal and Multiband Image Registration Using Mutual Information
نویسندگان
چکیده
In this paper, we present a novel histogram based method for estimating and maximising mutual information (MI) between two multi-modal and possibly multi-banded signals. Histogram based estimation methods are a common means for estimating the MI between two signals and the derivative of MI with respect to these signals. However, they do not scale well towards higher dimensions of the signals involved. We introduce a new estimation method which relies on the combination of non-uniform quantisation of the signal spaces and kernel density estimation to deal with this problem. Furthermore, we show how existing 1D-1D methods can be improved by using a combination of weighted histogram updates and kernel convolutions. These convolutions can be computed efficiently in the frequency domain, which reduces the computational cost significantly. The weighting scheme, on the other hand, enables us to compute analytical derivatives of MI with respect to either of both signals, which is important for further optimisation purposes. We illustrate our approach with several applications in parametric and non-parametric multi-modal image registration. Our case study is the registration of multi-band aerial images. More particularly, we demonstrate how optimisation of MI can successfully align intensity, infrared, natural color and pseudo-color images. However, the applicability of our algorithms is not confined to this particular domain. For example, several applications in the domain of medical imaging could potentially benefit from the proposed approach.
منابع مشابه
A Novel Subsampling Method for 3D Multimodality Medical Image Registration Based on Mutual Information
Mutual information (MI) is a widely used similarity metric for multimodality image registration. However, it involves an extremely high computational time especially when it is applied to volume images. Moreover, its robustness is affected by existence of local maxima. The multi-resolution pyramid approaches have been proposed to speed up the registration process and increase the accuracy of th...
متن کاملA Registration Method for Multimodal Medical Images Using Contours Mutual Information
In recent years, mutual information has developed as a popular image registration measure especially in multimodality image registration. For different modality medical images, the contour of tissues or organs is similarity. In this paper, an effective new registration method of the multimodal medical images based on the contour mutual information is proposed. Firstly, get the contour through v...
متن کاملOptimized co-registration method of Spinal cord MR Neuroimaging data analysis and application for generating multi-parameter maps
Introduction: The purpose of multimodal and co-registration In MR Neuroimaging is to fuse two or more sets images (T1, T2, fMRI, DTI, pMRI, …) for combining the different information into a composite correlated data set in order to visualization, re-alignment and generating transform to functional Matrix. Multimodal registration and motion correction in spinal cord MR Neuroimag...
متن کاملMultimodal unbiased image matching via mutual information
In the past decade, information theory has been studied extensively in computational imaging. In particular, image matching by maximizing mutual information has been shown to yield good results in multimodal image registration. However, there have been few rigorous studies to date that investigate the statistical aspect of the resulting deformation fields. Different regularization techniques ha...
متن کاملHigh-Dimensional Normalized Mutual Information for Image Registration Using Random Lines
Mutual information has been successfully used as an effective similarity measure for multimodal image registration. However, a drawback of the standard mutual information-based computation is that the joint histogram is only calculated from the correspondence between individual voxels in the two images. In this paper, the normalized mutual information measure is extended to consider the corresp...
متن کامل