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A geometric decomposition of finite games: Convergence vs. recurrence under no-regret learning
[Submitted on 12 May 2024] Title:A geometric decomposition of finite games: Convergence vs. recurrence under no-regret learning View a PDF of the paper titled A geometric decomposition of finite games: Convergence vs.
A multinational Delphi consensus to end the COVID-19 public health threat - Nature
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Abstract Despite notable scientific and medical advances, broader political, socioeconomic and behavioural factors continue to undercut the response to the COVID-19 pandemic1,2. Here we convened, as part of this Delphi study, a diverse, multidisciplinary panel of 386 academic, health, non-governmental organization, government and other experts in COVID-19 response from 112 countries and territories to recommend specific actions to end this persistent global threat to public health.
By Jeffrey V. Lazarus, Diana Romero Verified, Salim Abdool Karim, Laith J Abu-Raddad, Quique Bassat, Shu-Ti Chiou, George F. Gao, Lawrence O. Gostin, Jose Jimenez, Martin McKee, Miquel Oliu-Barton, Bary Pradelski, Magdalena Rathe, Malene Trock-Hempler, Peiling Yap, Agnes Binagwaho, Adeeba Kamarulzaman
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Nature
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