Template matching is a popular approach to computer-aided detection of brain lesions from magnetic resonance (MR) images. The outcomes are often sufficient for localizing lesions and assisting clinicians in diagnosis. However, processing large MR volumes with three-dimensional (3D) templates is demanding in terms of computational resources, hence the importance of the reduction of computational complexity of template matching, particularly in situations in which time is crucial (e.g. emergent stroke). In view of this, we make use of 3D Gaussian templates with varying radii and propose a new method to compute the normalized cross-correlation coefficient as a similarity metric between the MR volume and the template to detect brain lesions. Contrary to the conventional fast Fourier transform (FFT) based approach, whose runtime grows as O(N logN) with the number of voxels, the proposed method computes the cross-correlation in O(N). We show through our experiments that the proposed method outperforms the FFT approach in terms of computational time, and retains comparable accuracy.
Keyphrases
- magnetic resonance
- contrast enhanced
- resting state
- white matter
- deep learning
- cerebral ischemia
- molecularly imprinted
- functional connectivity
- magnetic resonance imaging
- loop mediated isothermal amplification
- palliative care
- machine learning
- atrial fibrillation
- type diabetes
- optical coherence tomography
- metabolic syndrome
- label free
- simultaneous determination