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{"references": ["P. B\u00fcrgisser, F. Cucker, J. Tonelli-Cueto, Computing the Homology of Semialgebraic Sets. I: Lax Formulas. Foundations of Computational Mathematics 20 (2020) 71-119", "P. B\u00fcrgisser, F. Cucker, J. Tonelli-Cueto, Computing the Homology of Semialgebraic Sets. II: General Formulas. Foundations of Computational Mathematics (2021)", "J. Tonelli-Cueto, Condition and Homology in Semialgebraic Geometry, DepositOnce Repository de la Technische Universit\u00e4t Berlin, 2019"]}
Fuentes de financiación: beca postdoctoral del programa "Interaction", convocatoria de 2020, de la Fondation Sciences Mathématiques de Paris; financiación dada por el ANR JCJC GALOP (ANR-17-CE40-0009), el proyecto PGMO ALMA, y el PHC GRAPE
Resumen de la publicación de una charla de joven investigador en el congreso Divulga NextGen (1ª edición) que se celebrará online, de manera gratuita y en las redes sociales los días 26, 27 y 28 de mayo de 2021.
geometría semialgebraica; topología; computación; aproximación
geometría semialgebraica; topología; computación; aproximación
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