Eva Miranda
Eva Miranda Galcerán is a Spanish mathematician specializing in dynamical systems, especially in symplectic geometry.[1][2][3] Her research includes work with Victor Guillemin on the mathematics underlying the three-body problem in celestial mechanics.[2][3]
Education and career
Miranda earned a bachelor's degree in algebra and geometry from the University of Barcelona in 1999.[4] She completed her Ph.D. at the same university in 2003. Her dissertation, On symplectic linearization of singular Lagrangian foliations, was supervised by Carlos Currás Bosch.[4][5]
She was an assistant professor at the University of Barcelona from 2001 to 2006, and a postdoctoral researcher at the University of Toulouse from 2004 to 2007. From 2007 to 2009 she was Juan de la Cierva Researcher at the Autonomous University of Barcelona, and in 2009 she joined the mathematics department of the Polytechnic University of Catalonia. Since 2016 she has headed the Laboratory of Geometry and Dynamical Systems at the Polytechnic University.[4]
Recognition
Miranda won the Acadèmia Award of the Catalan Institution for Research and Advanced Studies (ICREA) in 2016 and became ICREA Acadèmia Professor at the Polytechnic University of Catalonia in 2017.[4][1][2][3]
Also in 2017, Miranda became the first Spanish mathematician and the second woman (after Hélène Esnault) to win a Chair of Excellence from the Mathematical Sciences Foundation of Paris.[1][2]
References
- Mujeres y Matemáticas (in Spanish), Royal Spanish Mathematical Society, archived from the original on 2018-10-01, retrieved 2018-09-30
- Corbalán, Fernando (April 2017), "Eva Miranda: "En España tenemos un importante capital humano en investigación matemática"", Ciencia: Abcdario de las Matemáticas, ABC (in Spanish)
- Eva Miranda: ICREA Academia 2016, Catalan Institution for Research and Advanced Studies, retrieved 2018-09-30
- Curriculum vitae (PDF), May 2018, retrieved 2018-09-30
- Eva Miranda at the Mathematics Genealogy Project
External links
- Home page
- Eva Miranda publications indexed by Google Scholar