Heilbronn Institute for Mathematical Research information
Research centre for mathematics in the UK.
Heilbronn Institute for Mathematical Research
Type
Research centre
Established
2005
Location
Bristol, London, and Manchester
,
UK
Website
heilbronn.ac.uk
The Heilbronn Institute for Mathematical Research is a national research institute for mathematics based at the University of Bristol. It is named after the distinguished number theorist Hans Heilbronn who worked at Bristol University from 1934–1935 and 1946–1964.[1] The Institute was founded in 2005 and is run as a partnership between the UK Government Communications Headquarters and the UK academic mathematics community. It has facilities in Bristol, London, and Manchester. As of September 2023, the Chair of the Institute is Catherine Hobbs, having succeeded Geoffrey Grimmett.[2]
The Institute has headquarters in the Fry Building of Bristol University, to which it moved in September 2019 together with the School of Mathematics of the University.[3]
^O'Connor, John J.; Robertson, Edmund F., "Hans Heilbronn", MacTutor History of Mathematics Archive, University of St Andrews
^"Heilbronn Institute for Mathematical Research | Professor Catherine Hobbs Appointed Chair of the Heilbronn Institute". Retrieved 5 January 2024.
^"Bristol mathematics moves to Fry Building".
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Bavaria, the university now has additional campuses in Garching, Freising, Heilbronn, Straubing, and Singapore, with the Garching campus being its largest...
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Professor (1995–2000) Fields InstituteforResearch in Mathematical Sciences "QS World University Rankings by Subject 2018: Mathematics". QS World University...
Aviation Institute (National Research University) (MAI; Russian: Московский авиационный институт, МАИ) is one of the major engineering institutes in Moscow...
and Henryk Minc". Mathematical Association of American (MAA). Marcus, Marvin; Minc, Henryk (1965). "Permanents". American Mathematical Monthly. 72 (6):...
the Clay MathematicsInstitute's Millennium Prize Problems, which offers US$1 million to anyone who solves any of them. The name is also used for some closely...
S2CID 3332028. Roth, K.F. (1951). "On a problem of Heilbronn". Journal of the London Mathematical Society. Second Series. 26 (3): 198–204. doi:10.1112/jlms/s1-26...
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