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Now showing items 361-370 of 412

Bridging the gap between Markowitz planning and deep reinforcement learning.

Benhamou, Éric; Saltiel, David; Ungari, Sandrine; Mukhopadhyay, Abhishek (2020) Document de travail / Working paper

Monte Carlo Graph Coloring.

Cazenave, Tristan; Negrevergne, Benjamin; Sikora, Florian (2020) Communication / Conférence

On the complexity of solution extension of optimization problems.

Sikora, Florian; Casel, Katrin; Fernau, Henning; Khosravian Ghadikolaei, Mehdi; Monnot, Jérôme (2020) Article accepté pour publication ou publié

On Sustainable Equilibria.

Govindan, Srihari; Laraki, Rida; Pahl, Lucas (2020) Communication / Conférence

Grundy Distinguishes Treewidth from Pathwidth.

Belmonte, Rémy; Kim, Eun Jung; Lampis, Michael; Mitsou, Valia; Otachi, Yota (2020) Communication / Conférence

Polygames: Improved Zero Learning.

Cazenave, Tristan; Chen, Yen-Chi; Chen, Guan-Wei; Chen, Shi-Yu; Chiu, Xian-Dong; Dehos, Julien; Gong, Qucheng; Hu, Hengyuan; Khalidov, Vasil Khalidov; Li, Cheng-Ling; Lin, Hsin-I; Lin, Yu-Jin; Martinet, Xavier; Mella, Vegard; Rapin, J.; Roziere, B.; Synnaeve, G.; Teytaud, F.; Teytaud, O.; Ye, Shi-Cheng; Ye, Yi-Jun; Yen, Shi-Jim; Zagoruyko, Sergey (2020) Article accepté pour publication ou publié

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Bridging the gap between Markowitz planning and deep reinforcement learning.

Monte Carlo Graph Coloring.

On the complexity of solution extension of optimization problems.

On Sustainable Equilibria.

Grundy Distinguishes Treewidth from Pathwidth.

Polygames: Improved Zero Learning.

Unit representation of semiorders II: The general case.

Artificial Intelligence for Games.

K3 Edge Cover Problem in a Wide Sense.

Unit representation of semiorders I: Countable sets.

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Bridging the gap between Markowitz planning and deep reinforcement learning.

Monte Carlo Graph Coloring.

On the complexity of solution extension of optimization problems.

On Sustainable Equilibria.

Grundy Distinguishes Treewidth from Pathwidth.

Polygames: Improved Zero Learning.

Unit representation of semiorders II: The general case.

Artificial Intelligence for Games.

K3 Edge Cover Problem in a Wide Sense.

Unit representation of semiorders I: Countable sets.