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Apostol Vourdas
Biography
PhD, University of Manchester, 1977-1980 Postdoctoral Research Associate, University of Liverpool, 1980-1983 Postdoctoral Research Associate, UMIST, 1983-1985 Postdoctoral Research Associate, Marburg, 1985-1987 Lecturer and Reader, University of Liverpool, 1987-2002 Professor University of Bradford, 2002-
DSc, University of Manchester, 1995
170 journal papers and 60 conference papers (3600 citations and h-factor=34 according to Google Scholar)
SPRINGER monograph `finite and profinite quantum systems', 2017 click here
55 invited talks and 55 contributed talks in international conferences
teaching interests: Computer Architecture, Formal Methods in Computer Science, Computer Graphics
Research in Quantum Computing
Finite Quantum Systems. Galois fields in Quantum Computing and applications to coding and cryptography
Algebraic number theory (e.g., p-adic numbers) in Quantum Mechanics and harmonic analysis.
Analytic functions in quantum computing
Group theory methods (e.g., profinite groups) in quantum computing
Lattices, topology and logic in the context of quantum computing
Time-frequency analysis, wavelets, applications to large data analysis.
Mesoscopic Josephson devices
Wigner-specific research
Earnshaw RA, Lei C, Li J, Mugassabi S and Vourdas A (2012): “Large scale data analysis using the Wigner function” Physica A, 391 2401-2407.
Vourdas A (2010): “Wigner and Weyl functions for p-adic quantum mechanics” Physics of atomic nuclei, 73 237-241.
GIAKAS G, STERGIOULAS L and VOURDAS A (2000): “Time-frequency analysis and filtering of kinematic signals with impacts using the Wigner function: accurate estimation of the second derivative” Journal Biomech., 33 567-574.
HOUNTASIS S, VOURDAS A and BENDJABALLAH C (1999): “Fractional fourier operators and generalized Wigner functions” Physical Review, A60 3467-3473.
CHOUNTASIS S, STERGIOULAS L.K and VOURDAS A (1999): “Quantum filtering of noise in the Wigner function” Journal Mod. Optics, 46 2131-2134.
CHOUNTASIS S and VOURDAS A (1998): “Weyl and Wigner functions in an extended phase space formalism” Physical Review, A58 1794-1798.
Affiliation(s)
- Professor in Computing, School of Electrical Engineering and Computer Science, University of Bradford, UK