Alin Bostan
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Alin Bostan | |
|---|---|
| Born | October 31, 1975 Buzău, Romania |
| Citizenship | French, Romanian |
| Known for | Proof of Gessel's conjecture, Generalized Hermite Reduction |
| Awards | David P. Robbins Prize (2022), PhD thesis award from École polytechnique (2004) |
| Scientific career | |
| Fields | Mathematics, Computer Science |
| Institutions | Inria, Saclay |
| Doctoral advisor | Marc Giusti, Bruno Salvy |
Alin Bostan (born 31 October 1975 in Buzău, Romania) is a French mathematician and computer scientist. He is working on computer algebra and its applications to combinatorics, physics and number theory. Currently he is Directeur de recherche (DR, Senior Scientist) at the Inria Saclay Research Centre in Palaiseau, France.
Bostan completed his PhD in mathematics and computer science at École polytechnique in 2003 under the supervision of Marc Giusti and Bruno Salvy.[1] For his PhD dissertation he received the PhD thesis award from École polytechnique and a thesis reward from the French Association of Computer Science.[2][3] Since 2004 he is a permanent researcher at Inria. Bostan earned his habilitation in computer science at Université Paris 13 in 2017.
Together with F. Chyzak, M. Giusti, R. Lebreton, G. Lecerf, B. Salvy and É. Schost, Bostan co-wrote the book “Algorithmes Efficaces en Calcul Formel” in 2017. In 2021 with K. Raschel, he co-edited the book “Transcendence in Algebra, Combinatorics, Geometry and Number Theory”.
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