Gheorghe Vrănceanu

Gheorghe Vrănceanu (June 30, 1900, Valea Hogei, Lipova, Bacău County – April 27, 1979, Bucharest) was a Romanian mathematician, best known for his work in differential geometry and topology.[1]

He studied mathematics at the University of Iaşi from 1919 to 1922. In 1923, he went to the University of Göttingen, where he studied under David Hilbert. Thereafter, he went to the University of Rome, where he studied under Tullio Levi-Civita, obtaining his doctorate on November 5, 1924.

Vrănceanu returned to Iași, where he was appointed a lecturer at the University. In 1927–1928, he was awarded a Rockefeller scholarship to study in France and the United States, where he was in a contact with Élie Cartan and Oswald Veblen[2] In 1929, he returned to Romania, and was appointed professor at the University of Cernăuţi. In 1939, he moved to the University of Bucharest, where he was appointed Head of the Geometry and Topology department in 1948. He retired in 1970.

During his career, Vrănceanu published over 300 articles in journals throughout the world. His work covers a whole range of modern geometry, from the classical theory of surfaces, to the notion of non-holonomic spaces, which he discovered.

He was elected to the Romanian Academy as a corresponding member in 1946, then as a full member in 1955. From 1964 he was president of the Mathematics Section of the Romanian Academy. At the International Congress of Mathematicians held in Vancouver, Canada in 1974, he was elected Vice-President of the International Mathematical Union, a position he held from 1975 to 1978. His doctoral students include Henri Moscovici.

Notes
  1. Nicolescu, L. (1995), "Gheorghe Vrănceanu", Buletin Matematic, Insp. Sc. Bucuresti, 6: 82–83
  2. Gheorghe Vrânceanu//G.Şt. Andonie, Istoria matematicilor în România, vol.3, 1967
gollark: OR CAN WE?
gollark: Actually, two.
gollark: Also, I found an exploit in `repeat` which crashes it.
gollark: That output, I mean.
gollark: It's not even syntactically valid!

References
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