Math @ Duke

Papers Published
 Aigerman, N; Kovalsky, SZ; Lipman, Y, Spherical orbifold tutte embeddings,
Acm Transactions on Graphics, vol. 36 no. 4
(July, 2017),
pp. 113, Association for Computing Machinery (ACM) [doi]
 Shtengel, A; Poranne, R; SorkineHornung, O; Kovalsky, SZ; Lipman, Y, Geometric optimization via composite majorization,
Acm Transactions on Graphics, vol. 36 no. 4
(July, 2017),
pp. 111, Association for Computing Machinery (ACM) [doi]
 Maron, H; Dym, N; Kezurer, I; Kovalsky, S; Lipman, Y, Point registration via efficient convex relaxation,
Acm Transactions on Graphics, vol. 35 no. 4
(July, 2016),
pp. 112, Association for Computing Machinery (ACM) [doi]
 Kovalsky, SZ; Galun, M; Lipman, Y, Accelerated quadratic proxy for geometric optimization,
Acm Transactions on Graphics, vol. 35 no. 4
(July, 2016),
pp. 111, Association for Computing Machinery (ACM) [doi]
 Kanazawa, A; Kovalsky, S; Basri, R; Jacobs, D, Learning 3D Deformation of Animals from 2D Images,
Computer Graphics Forum, vol. 35 no. 2
(May, 2016),
pp. 365374, WILEY [doi]
 Yu, C; Verhaegen, M; Kovalsky, S; Basri, R, Identification of structured LTI MIMO statespace models,
2015 54th Ieee Conference on Decision and Control (Cdc)
(December, 2015), IEEE [doi]
 Kovalsky, SZ; Aigerman, N; Basri, R; Lipman, Y, Largescale bounded distortion mappings,
Acm Transactions on Graphics, vol. 34 no. 6
(October, 2015),
pp. 110, Association for Computing Machinery (ACM) [doi]
 Kezurer, I; Kovalsky, SZ; Basri, R; Lipman, Y, Tight Relaxation of Quadratic Matching,
Computer Graphics Forum, vol. 34 no. 5
(August, 2015),
pp. 115128, WILEY [doi]
 Kovalsky, SZ; Glasner, D; Basri, R, A Global Approach for Solving EdgeMatching Puzzles,
Siam Journal on Imaging Sciences, vol. 8 no. 2
(January, 2015),
pp. 916938, Society for Industrial & Applied Mathematics (SIAM) [doi]
 Kovalsky, SZ; Aigerman, N; Basri, R; Lipman, Y, Controlling singular values with semidefinite programming,
Acm Transactions on Graphics, vol. 33 no. 4
(July, 2014),
pp. 113, Association for Computing Machinery (ACM) [doi]
 ArieNachimson, M; Kovalsky, SZ; KemelmacherShlizerman, I; Singer, A; Basri, R, Global Motion Estimation from Point Matches,
2012 Second International Conference on 3d Imaging, Modeling, Processing, Visualization & Transmission
(October, 2012), IEEE, ISBN 9781467344708 [doi]
 Kovalsky, SZ; Cohen, G; Francos, JM, Strongly Consistent Estimation of the Sample Distribution of Noisy ContinuousParameter Fields,
Ieee Transactions on Information Theory, vol. 57 no. 3
(March, 2011),
pp. 16371644, Institute of Electrical and Electronics Engineers (IEEE) [doi]
 Kovalsky, SZ; Cohen, G; Hagege, R; Francos, JM, Decoupled linear estimation of affine geometric deformations and nonlinear intensity transformations of images.,
Ieee Transactions on Pattern Analysis and Machine Intelligence, vol. 32 no. 5
(May, 2010),
pp. 940946 [doi] [abs]
 Kovalsky, SZ; Hagege, R; Francos, JM, Registration of joint geometric and radiometric image deformations,
Proceedings of the 9th Iasted International Conference on Signal and Image Processing, Sip 2007
(December, 2007),
pp. 496499, ISBN 9780889866751 [abs]
 Kovalsky, SZ; Cohen, G; Francos, JM, Registration of Joint Geometric and Radiometric Image Deformations in the Presence of Noise,
2007 Ieee/Sp 14th Workshop on Statistical Signal Processing
(August, 2007), IEEE, ISBN 9781424411986 [doi]


dept@math.duke.edu
ph: 919.660.2800
fax: 919.660.2821
 
Mathematics Department
Duke University, Box 90320
Durham, NC 277080320

