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Ron Shefi
Ron Shefi
Affiliazione sconosciuta
Email verificata su math.uni-goettingen.de
Titolo
Citata da
Citata da
Anno
Rate of convergence analysis of decomposition methods based on the proximal method of multipliers for convex minimization
R Shefi, M Teboulle
SIAM Journal on Optimization 24 (1), 269-297, 2014
1932014
On the rate of convergence of the proximal alternating linearized minimization algorithm for convex problems
R Shefi, M Teboulle
EURO Journal on Computational Optimization 4, 27-46, 2016
342016
A moving balls approximation method for a class of smooth constrained minimization problems
A Auslender, R Shefi, M Teboulle
SIAM Journal on Optimization 20 (6), 3232-3259, 2010
292010
Development of a multiomics database for personalized prognostic forecasting in head and neck cancer: The Big Data to Decide EU Project
S Cavalieri, L De Cecco, RH Brakenhoff, MS Serafini, S Canevari, S Rossi, ...
Head & neck 43 (2), 601-612, 2021
282021
A globally linearly convergent method for pointwise quadratically supportable convex–concave saddle point problems
DR Luke, R Shefi
Journal of Mathematical Analysis and Applications 457 (2), 1568-1590, 2018
152018
A dual method for minimizing a nonsmooth objective over one smooth inequality constraint
R Shefi, M Teboulle
Mathematical Programming 159, 137-164, 2016
72016
Rate of convergence analysis for convex nonsmooth optimization algorithms
R Shefi
Tel-Aviv University, 2015
72015
Efficient, Quantitative Numerical Methods for Statistical Image Deconvolution and Denoising
DR Luke, C Charitha, R Shefi, Y Malitsky
Nanoscale Photonic Imaging, 313-338, 2020
22020
Genomics features (GF) and integration with MRI radiomics features (RF) to develop a prognostic model in oral cavity squamous cell carcinoma (OSCC)
S Cavalieri, L De Cecco, G Calareso, M Silva, SE Gazzani, M Bologna, ...
Annals of Oncology 29, viii376, 2018
2018
A Moving Balls Approximation Method for Smooth Constrained Minimization
R Shefi
Tel Aviv University, 2009
2009
Il sistema al momento non può eseguire l'operazione. Riprova più tardi.
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