Can Evren Yarman

16 papers B 1Journal 9Unranked 6
YearRankTypeTitle / Venue / Authors
2023 J jnl
Time-space modeling of receiver ghost in the native acquisition coordinates: a step toward a non-Fourier-based deghosting.
Signal Image Video Process.
Can Evren Yarman
2022 J jnl
Gaussian mixture model decomposition of multivariate signals.
Signal Image Video Process.
Gustav Zickert, Can Evren Yarman
2019 J jnl
Gaussian mixture model decomposition of multivariate signals.
CoRR
Gustav Zickert, Can Evren Yarman
2017 J jnl
Sampling for approximating $R$-limited functions.
CoRR
Can Evren Yarman
2015 J jnl
Generalization of Padé approximation from rational functions to arbitrary analytic functions - Theory.
Math. Comput.
Can Evren Yarman, Garret M. Flagg
2013 — conf
A new inversion method for NMR signal processing.
CAMSAP
Can Evren Yarman, Lucas Monzón, Matthew Reynolds, Nick Heaton
2011 J jnl
Doppler-Hitchhiker: A Novel Passive Synthetic Aperture Radar Using Ultranarrowband Sources of Opportunity.
IEEE Trans. Geosci. Remote. Sens.
Ling Wang, Can Evren Yarman, Birsen Yazici
2010 J jnl
Multistatic Synthetic Aperture Radar Image Formation.
IEEE Trans. Image Process.
V. Krishnan, J. Swoboda, Can Evren Yarman, Birsen Yazici
2008 J jnl
Bistatic Synthetic Aperture Radar Imaging for Arbitrary Flight Trajectories.
IEEE Trans. Image Process.
Can Evren Yarman, Birsen Yazici, Margaret Cheney
2008 J jnl
Synthetic Aperture Hitchhiker Imaging.
IEEE Trans. Image Process.
Can Evren Yarman, Birsen Yazici
2007 — conf
Bistatic Synthetic Aperture Hitchhiker Imaging.
ICASSP (1)
Can Evren Yarman, Birsen Yazici, Margaret Cheney
2007 — conf
Inversion of Circular Averages using the Funk Transform.
ICASSP (1)
Can Evren Yarman, Birsen Yazici
2005 — conf
Exponential Radon transform inversion based on harmonic analysis of the Euclidean motion group.
ICIP (3)
Can Evren Yarman, Birsen Yazici
2005 — conf
Radon Transform Inversion Based on Harmonic Analysis of the Euclidean Motion Group.
ICASSP (2)
Can Evren Yarman, Birsen Yazici
2003 B conf
A Wiener Filtering Approach over the Euclidean Motion Group for Radon Transform Inversion.
Image Processing
Can Evren Yarman, Birsen Yazici
2003 — conf
Radon transform inversion via Wiener filtering over the Euclidean motion group.
ICIP (2)
Can Evren Yarman, Birsen Yazici