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Tania Stathaki

Researcher at Imperial College London

Publications -  181
Citations -  2643

Tania Stathaki is an academic researcher from Imperial College London. The author has contributed to research in topics: Image restoration & Adaptive filter. The author has an hindex of 22, co-authored 172 publications receiving 2217 citations. Previous affiliations of Tania Stathaki include Northwestern University & Universiti Teknologi Malaysia.

Papers
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Book

Image Fusion: Algorithms and Applications

TL;DR: This book will be an invaluable resource to R&D engineers, academic researchers and system developers requiring the most up-to-date and complete information on image fusion algorithms, design architectures and applications.
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Pixel-based and region-based image fusion schemes using ICA bases

TL;DR: The authors test the efficiency of a transform constructed using Independent Component Analysis (ICA) and Topographic Independent component Analysis bases in image fusion and propose schemes that feature improved performance compared to traditional wavelet approaches with slightly increased computational complexity.
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Robust FFT-Based Scale-Invariant Image Registration with Image Gradients

TL;DR: A robust FFT-based approach to scale-invariant image registration and introduces the normalized gradient correlation, which shows that, using image gradients to perform correlation, the errors induced by outliers are mapped to a uniform distribution for which it features robust performance.
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Automatic crack detection for tunnel inspection using deep learning and heuristic image post-processing

TL;DR: The presented mechanism was designed and developed as a core component of an autonomous robotic inspector deployed and validated in the tunnels of Egnatia Motorway in Metsovo, Greece, and suggest a promising potential as a driver of autonomous concrete-lining tunnel-inspection robots.
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A normalized robust mixed-norm adaptive algorithm for system identification

TL;DR: The proposed NRMN algorithm introduces a time-varying learning rate and no longer requires a stationary environment, a major drawback of the RMN algorithm, and substantially reduces the steady-state coefficient error.