Langlands is a traditional English surname stemming from Middle English. It refers to the land holdings of the original person so named, and literally means “long (or vast) lands”. It may refer to:
refer to: Alex Langlands, British archaeologist and historian Alan Langlands, vice chancellor of the University of Leeds Anders Langlands, visual effects...
research, the Langlands program has been described by Edward Frenkel as "a kind of grand unified theory of mathematics." The Langlands program consists...
Phelan Langlands, CC FRS FRSC (/ˈlæŋləndz/; born October 6, 1936) is a Canadian mathematician. He is best known as the founder of the Langlands program...
and Classics at Swansea University. Langlands is currently a patron of the Heritage Crafts Association. Langlands began his TV career as a presenter on...
mathematics, the Langlands classification is a description of the irreducible representations of a reductive Lie group G, suggested by Robert Langlands (1973)....
Dorothy Langlands (née Storey) (died 1845) was an English silversmith. Langlands was the daughter of Charles Storey of Soho. She married John Langlands II...
Langland could refer to: Joseph Langland, American poet Tuck Langland, American sculptor William Langland, fourteenth-century English poet Langland, Swansea...
L-functions. The Langlands dual was introduced by Langlands (1967) in a letter to A. Weil. The L-group is used heavily in the Langlands conjectures of Robert...
Assembly. Langlands was born in London, England, the son of John Langlands, a baker, of Dundee, and his wife Christian, née Thoms Langlands and his family...
lead it into his 90s, when it was renamed in his honour Langlands School and College. Langlands was born in 1917, with a twin brother, in Hull, England...
In mathematics, the geometric Langlands correspondence is a reformulation of the Langlands correspondence obtained by replacing the number fields appearing...
run from 1956 to 1966. Langlands was born on 2 September 1941 in Wollongong, New South Wales, Australia to Frank Horace Langlands and Hazel Miriam Ferguson...
Paul Langland (born February 6, 1951) is an American dancer, singer, choreographer and Arts Professor at New York University. Langland's professional...
Bryan Wooleston Langlands also known as B.W. Langlands (14 October 1928 – 1989) was a British geographer and professor known for his contributions to the...
In mathematics, the Langlands group is a conjectural group LF attached to each local or global field F, that satisfies properties similar to those of...
William Langland (/ˈlæŋlənd/; Latin: Willielmus de Langland; c. 1332 – c. 1386) is the presumed author of a work of Middle English alliterative verse...
Tracy Langlands (born 26 April 1970 in Lincoln, England) is a British rower. Langlands won the bronze medal in the Lightweight Women's Double Sculls at...
rugby league team that competes in the Queensland Cup. Langlands Park is named for Langlands, which was the name of the residence that previously existed...
Sir Robert Alan Langlands FRSE FRCP (Hon.) FRCGP (Hon.) FRCS (Edin.) (Hon.) FRCPSG (Hon.) FFPH FCGI FIA is a former vice-chancellor of the University...
leads to the Langlands program: if G {\displaystyle G} is a reductive algebraic group and P = M A N {\displaystyle P=MAN} is the Langlands decomposition...
Kari Vilonen, he has proved the geometric Langlands conjecture for GL(n). His joint work with Robert Langlands and Ngô Bảo Châu suggested a new approach...
Rebecca Langlands| Classics and Ancient History| University of Exeter". humanities.exeter.ac.uk. Retrieved 23 August 2018. Langlands, Rebecca; Langlands, Lecturer...
season, Langlands signed a one year contract extension to remain on St Kilda's rookie list in 2020. At the beginning of the 2020 pre season, Langlands came...
Joseph Langland (February 16, 1917 – April 9, 2007) was an American poet. Born in Spring Grove, Minnesota, Langland was raised in Northeastern Iowa on...
In mathematics, the local Langlands conjectures, introduced by Robert Langlands (1967, 1970), are part of the Langlands program. They describe a correspondence...