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Author

Peter C. Gibson

Observed names: Gibson, Peter, Gibson, Peter C., P.C. Gibson, Peter C Gibson, Peter Gibson
Institution: York University
ORCID: 0000-0002-0146-8698
Observed ORCID: 0000-0002-0146-8698
OpenAlex ID: A5071767758
The Gabor transform, pseudodifferential operators, and seismic deconvolution
2005 · Gary F. Margrave, Peter C. Gibson, et al. · Integrated Computer-Aided Engineering · 52
Letter to the Editor: Stockwell and Wavelet Transforms
2006 · Peter C. Gibson, Michael P. Lamoureux, et al. · Journal of Fourier Analysis and Applications · 43
The Combinatorics of Scattering in Layered Media
2014 · Peter C. Gibson · SIAM Journal on Applied Mathematics · 18
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Gabor Deconvolution: Extending Wiener's method to nonstationarity
2003 · Gary F. Margravé, Linping Dong, et al. · 16
Relational structures having finitely many full-cardinality restrictions
2005 · Peter C. Gibson, Maurice Pouzet, et al. · Discrete Mathematics · 11
Common Zeros of Two Polynomials in an Orthogonal Sequence
2000 · Peter C. Gibson · Journal of Approximation Theory · 11
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Representation of Linear Operators by Gabor Multipliers
2012 · Peter C. Gibson, Michael P. Lamoureux, et al. · Applied and numerical harmonic analysis · 9
Fourier Expansion of Disk Automorphisms via Scattering in Layered Media
2016 · Peter C. Gibson · Journal of Fourier Analysis and Applications · 8
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Inverse spectral theory of finite Jacobi matrices
2002 · Peter Gibson · Transactions of the American Mathematical Society · 7
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Acoustic imaging of layered media
2018 · Peter C. Gibson · Journal of Computational Physics · 6
A geometry where everything is better than nice
2016 · Larry Bates, Peter Gibson · Proceedings of the American Mathematical Society · 6
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Outer preserving linear operators
2011 · P.C. Gibson, M.P. Lamoureux, et al. · Journal of Functional Analysis · 6
Spectral distributions and isospectral sets of tridiagonal matrices
2002 · Gibson, Peter · arXiv (Cornell University) · 6
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Disk polynomials and the one-dimensional wave equation
2019 · Peter C. Gibson · Journal of Approximation Theory · 5
Z-99 Gabor deconvolution: theory and practice
2004 · Gary F. Margravé, Peter C. Gibson, et al. · 5
A scattering‐based algorithm for wave propagation in one dimension
2017 · Peter C. Gibson · Numerical Methods for Partial Differential Equations · 4
Constructive solutions to Pólya–Schur problems
2015 · Peter C. Gibson, Michael P. Lamoureux · Journal of Functional Analysis · 4
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Explicit Solution of the 1D Schrödinger Equation
2024 · Peter C. Gibson · SIAM Journal on Mathematical Analysis · 3
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Orthogonal polynomials on the disk in the absence of finite moments
2015 · Gibson, Peter C. · arXiv (Cornell University) · 3
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1 Identification of minimum phase preserving operators on the half line
2011 · Peter C. Gibson, Michael P. Lamoureux · 3
Theorems of Szegö–Verblunsky type in the multivariate and almost periodic settings
2023 · Peter C. Gibson · Journal of Approximation Theory · 2
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The refined impedance transform for 1D acoustic reflection data
2018 · Peter C Gibson · Inverse Problems · 2
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On the measurement operator for scattering in layered media
2017 · Peter C. Gibson · Inverse Problems and Imaging · 2
Minimum phase and attenuation models in continuous time
2011 · Michael P. Lamoureux, Peter C. Gibson, et al. · 2
Gabor Deconvolution – Theory and Practice
2004 · G.F. Margrave, P.C. Gibson, et al. · EAGE Annual Conference & Exhibition · 2
Works count: 48
Citation count: 247
H-index: 8
I10-index: 6
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