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Adrian N. Evans

Researcher at University of Bath

Publications -  81
Citations -  1140

Adrian N. Evans is an academic researcher from University of Bath. The author has contributed to research in topics: Motion estimation & Facial recognition system. The author has an hindex of 16, co-authored 81 publications receiving 1072 citations. Previous affiliations of Adrian N. Evans include Engineering and Physical Sciences Research Council & University of Southampton.

Papers
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A morphological gradient approach to color edge detection

TL;DR: A quantitative evaluation using Pratt's figure of merit shows the new technique to outperform other recently proposed color edge detectors, and application to real images demonstrates the approach to be highly effective despite its low complexity.
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Biased motion-adaptive temporal filtering for speckle reduction in echocardiography

TL;DR: The authors show how the two-dimensional least mean squares (TDLMS) filter can be configured as a motion-compensated filter for a time sequence of ultrasound images that eliminates the blurring associated with direct averaging.
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Glacier surface motion computation from digital image sequences

TL;DR: Results from an image sequence from New Zealand's Mount Cook National Park show the superiority of the technique over the maximum cross-correlation method and demonstrate the effectiveness of the post filter in improving correlation-relaxation labeling.
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Nasal Patches and Curves for Expression-Robust 3D Face Recognition

TL;DR: The proposed method does not rely on sophisticated alignment or denoising steps, is very robust when only one sample per subject is used in the gallery, and does not require a training step for the landmarking algorithm.
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An Evaluation of Interpolation Techniques for Reconstructing Ionospheric TEC Maps

TL;DR: A quantitative comparison of various commonly used algorithms for scattered-data interpolation over a range of sparsi- ties shows that, although the performance of kriging is good in many cases, it is several times worse than the best performing techniques at some sparsities.