World's Best Scientists 2026 revealed!

D-Index & Metrics

Computer Science

D-Index
41
Citations
14699
World Ranking
8591
National Ranking
521

Overview

Nick Kingsbury is affiliated with the University of Cambridge in the United Kingdom. Their academic profile reflects a focus on research activities within a reputed institution, contributing to the university's scholarly environment.

While no specific recent papers are listed in their profile, their ongoing affiliation with a leading research university suggests engagement with current academic discourse.

There is no data available on frequent co-authors, indicating either a solitary research approach or a lack of publicly listed collaborations at this time.

The profile does not provide information about frequent publication venues, leaving details about preferred journals or conferences unspecified.

No book publications have been recorded, which suggests their scholarly output may currently emphasize articles and research papers rather than book authorship.

There is no data on main fields of study, subfields, or main topics of work. This absence of specified research areas limits detailed insight into the exact scientific domains or thematic concentrations pursued by Nick Kingsbury.

The profile does not list any awards, which means there are no known distinctions currently attributed to their work based on the available data.

Best Publications

  • The dual-tree complex wavelet transform

    I.W. Selesnick;R.G. Baraniuk;N.C. Kingsbury

  • Complex Wavelets for Shift Invariant Analysis and Filtering of Signals

    Nick Kingsbury

  • Image processing with complex wavelets

    Nick Kingsbury

  • The dual-tree complex wavelet transform: a new technique for shift invariance and directional filters

    NG Kingsbury

  • A dual-tree complex wavelet transform with improved orthogonality and symmetry properties

    N. Kingsbury

  • The dual-tree complex wavelet transform: A new efficient tool for image restoration and enhancement

    Nick Kingsbury

  • A distortion measure for blocking artifacts in images based on human visual sensitivity

    S.A. Karunasekera;N.G. Kingsbury

  • The EREC: an error-resilient technique for coding variable-length blocks of data

    D.W. Redmill;N.G. Kingsbury

  • Shift invariant properties of the dual-tree complex wavelet transform

    N. Kingsbury

  • Motion estimation using a complex-valued wavelet transform

    J. Magarey;N. Kingsbury

  • Digital filtering using logarithmic arithmetic

    N.G. Kingsbury;P.J.W. Rayner

  • Flexible design of multidimensional perfect reconstruction FIR 2-band filters using transformations of variables

    D.B.H. Tay;N.G. Kingsbury

  • Signal Analysis and Prediction

    Ales Prochazka;Nicholas Kingsbury;P. J. W. Payner;J. Uhlir

  • Design of Q-shift complex wavelets for image processing using frequency domain energy minimization

    N. Kingsbury

  • Hidden Markov tree modeling of complex wavelet transforms

    Hyeokho Choi;J. Romberg;R. Baraniuk;N. Kingsbury

  • Atmospheric Turbulence Mitigation Using Complex Wavelet-Based Fusion

    N. Anantrasirichai;A. Achim;N. G. Kingsbury;D. R. Bull

  • Digital watermarking using complex wavelets

    P. Loo;N. Kingsbury

  • Frequency-domain motion estimation using a complex lapped transform

    R.W. Young;N.G. Kingsbury

  • Wavelet Transforms in Image Processing

    Nick Kingsbury;Julian Magarey

  • Image Denoising Using Derotated Complex Wavelet Coefficients

    M. Miller;N. Kingsbury

Frequent Co-Authors

Graham M. Treece
Graham M. Treece University of Cambridge
Andrew H. Gee
Andrew H. Gee University of Cambridge
Richard W. Prager
Richard W. Prager University of Cambridge
Richard G. Baraniuk
Richard G. Baraniuk Rice University
David Bull
David Bull University of Bristol
Richard Hobbs
Richard Hobbs Durham University
Shanika Karunasekera
Shanika Karunasekera University of Melbourne
Simon J. Godsill
Simon J. Godsill University of Cambridge
Clive Oppenheimer
Clive Oppenheimer University of Cambridge
Sanjit K. Mitra
Sanjit K. Mitra University of California, Santa Barbara

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