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Rui Loja Fernandes
Portuguese mathematician (born 1965) From Wikipedia, the free encyclopedia
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Rui António Loja Fernandes (July 20, 1965, Coimbra) is a Portuguese mathematician working in the USA.
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Education and career
Fernandes obtained a bachelor's degree in Physics Engineering at Instituto Superior Técnico (Lisbon, Portugal) in 1988. He then moved to the USA and earned a master's degree in Mathematics in 1991 and a PhD in Mathematics in 1994 from the University of Minnesota. His PhD thesis was entitled "Completely Integrable bi-Hamiltonian Systems" and has been written under the supervision of Peter J. Olver.[1]
In 1994 he returned to Instituto Superior Técnico, where he worked first as Assistant Professor (1994-2002), and then as Associated Professor (2003-2007) and Full Professor (2007-2012).[2][3]
In 2012 he moved back to the USA and since then he is the Lois M. Lackner Professor of Mathematics at University of Illinois at Urbana–Champaign.[4] In 2016, he became a Fellow of the American Mathematical Society "for contributions to the study of Poisson geometry and Lie algebroids, and for service to the mathematical community."[5]
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Research
Fernandes research focusses on differential geometry, more precisely on Poisson and symplectic geometry. Among his most well-known results are a solution to the long-standing problem of describing the obstructions to the integrability of Lie algebroids[6] and a new geometric proof of Conn's linearization theorem,[7] both written in collaboration with Marius Crainic.
He is the author of more than 40 research papers in peer-reviewed journals[8] and has supervised 6 PhD students as of 2021.[1]
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References
External links
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