ESRs

vega

ESR1. Cristian Vega

Fast iterative regularization through dynamical systems

Host Institution: UniGe

Traore

ESR2. Cheik Traoré

Exploiting geometry in optimization for data science

Host Institution: UniGe

Scrivanti

ESR3. Gabriele Scrivanti

Efficient convex relaxations of non-convex problems

Host Institution: CS

Gharbi

ESR4. Mouna Gharbi

Accelerated unfolded MM approaches

Host Institution: CS

Tondji

ESR5. Lionel Tondji

Incremental methods for huge scale image reconstruction

Host Institution: TUBS

Naldi

ESR6. Emanuele Naldi

Flexible hierarchical splitting of convex optimization problems

Host Institution: TUBS

Assereto

ESR7. Rodolfo Assereto

Non-stationary preconditioning and multiscale approaches for variational imaging

Host Institution: U-GRAZ

Chenchene

ESR8. Enis Chenchene

Regularized algebraic reconstruction techniques processing and computer vision

Host Institution: U-GRAZ

Chorobura

ESR9. Flavia Chorobura

Scalable optimization algorithms for huge-scale optimization problems

Host Institution: UPB

Nabou

ESR10. Yassine Nabou

Significant advances in the state of the art of decision-making for complex network systems

Host Institution: UPB

Bruccola

ESR11. Giovanni Bruccola

Global optimization tools for big data problems

Host Institution: SRI PAS

Hung Tran

ESR12. Hung Tran

Projection methods in convex splitting algorithms for huge data problems

Host Institution: SRI PAS

Kamri

ESR13. Yassine Kamri

Performance estimation and design of optimal optimization methods in data science

Host Institution: UCLouvain

Tanji

ESR14. Sofiane Tanji

Automated method selection and tuning for optimization problems in data science

Host Institution: UCLouvain

Chirinos

ESR15. Jonathan Chirinos Rodriguez

Project: machine learning for inverse problems

Host Institution: CAMELOT

This website has been developed and is being maintained by the TraDE-OPT ITN project which has received funding from the European Union’s Horizon Europe Research and Innovation Programme under The Marie Sklodowska-Curie Grant Agreement No. 861137