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Meire Fortunato
Meire Fortunato
DeepMind (London)
Verifierad e-postadress på google.com
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Pointer networks
O Vinyals, M Fortunato, N Jaitly
Advances in neural information processing systems 28, 2015
22862015
Noisy networks for exploration
M Fortunato, MG Azar, B Piot, J Menick, I Osband, A Graves, V Mnih, ...
arXiv preprint arXiv:1706.10295, 2017
6492017
Bayesian recurrent neural networks
M Fortunato, C Blundell, O Vinyals
arXiv preprint arXiv:1704.02798, 2017
1762017
Learning mesh-based simulation with graph networks
T Pfaff, M Fortunato, A Sanchez-Gonzalez, PW Battaglia
arXiv preprint arXiv:2010.03409, 2020
1222020
High-order unstructured curved mesh generation using the Winslow equations
M Fortunato, PO Persson
Journal of Computational Physics 307, 1-14, 2016
802016
Pushing the frontiers of density functionals by solving the fractional electron problem
J Kirkpatrick, B McMorrow, DHP Turban, AL Gaunt, JS Spencer, ...
Science 374 (6573), 1385-1389, 2021
362021
Pointer networks
V Oriol, F Meire, J Navdeep, C Cortes, ND Lawrence, DD Lee, ...
Advances in neural information processing systems 28, 2692-2700, 2015
312015
Generalization of reinforcement learners with working and episodic memory
M Fortunato, M Tan, R Faulkner, S Hansen, A Puigdomènech Badia, ...
Advances in Neural Information Processing Systems 32, 2019
272019
Interval timing in deep reinforcement learning agents
B Deverett, R Faulkner, M Fortunato, G Wayne, JZ Leibo
Advances in Neural Information Processing Systems 32, 2019
112019
Training neural networks using posterior sharpening
M Fortunato, C Blundell, O Vinyals
US Patent 10,824,946, 2020
12020
Noisy neural network layers with noise parameters
MG Azar, M Fortunato, B Piot, OC Pietquin, JL Menick, V Mnih, C Blundell, ...
US Patent App. 17/020,248, 2021
2021
Training neural networks using posterior sharpening
M Fortunato, C Blundell, O Vinyals
US Patent App. 17/024,217, 2021
2021
Noisy neural network layers with noise parameters
MG Azar, M Fortunato, B Piot, OC Pietquin, JL Menick, V Mnih, C Blundell, ...
US Patent 10,839,293, 2020
2020
Noisy neural network layers
O Pietquin, JL Menick, MG Azar, B Piot, V Mnih, C Blundell, M Fortunato, ...
US Patent App. 16/439,026, 2019
2019
Revisiting Bayes by Backprop
M Fortunato, C Blundell, O Vinyals
2018
Curved and anisotropic unstructured mesh generation and adaptivity using the Winslow equations
M Fortunato
UC Berkeley, 2016
2016
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Artiklar 1–16