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Brazilian Mathematical Society Award | |
---|---|
Awarded for | Outstanding expository article on a mathematical topic |
Country | Brazil |
Presented by | Brazilian Mathematical Society (SBM) |
Reward(s) | R$20,000 [1] |
First award | 2013 |
Final award | 2025 |
Website | sbm |
The Brazilian Mathematical Society Award is the highest award for mathematical expository writing. It consists of a prize of R$20,000 and a certificate, and is awarded biennial by the Brazilian Mathematical Society in recognition of an outstanding expository article on a mathematical topic.
Recipient | Year | Article |
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José Edson Sampaio [2] | 2025 | Moderately Discontinuous Homology |
Damião Araújo [3] | 2023 | Infinity Laplacian Equations with Singular Absorptions |
Hubert Lacoin [4] | 2021 | Pinning and disorder relevance for the lattice Gaussian free field II |
Luna Lomonaco [5] | 2019 | On Quasi-Conformal (In-)Compatibility of Satellite Copies of the Mandelbrot Set: I |
Robert Morris [1] | 2017 | Independent sets in Hypergraphs |
Umberto Hryniewicz and Pedro Salomão [6] | 2015 | A Poincaré-Birkhoff theorem for tight Reeb flows on S3 |
Artur Avila | 2013 | On the regularization of conservative maps |