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Hasse is both a surname and a given name. Notable people with the name include: Surname: * Clara H. Hasse (1880–1926), American botanist * Helmut Hasse (1898–1979), German mathematician * Henry Hasse (1913–1977), US writer of science fiction *
Johann Adolph Hasse Johann Adolph Hasse (baptised 25 March 1699 – 16 December 1783) was an 18th-century German composer, singer and teacher of music. Immensely popular in his time, Hasse was best known for his prolific operatic output, though he also composed a co ...
(1699–1783), German composer * Maria Hasse (1921–2014), German mathematician * Peter Hasse (c. 1585–1640), German organist and composer Given name or nickname: *
Hans Alfredson Hans Folke "Hasse" Alfredson (28 June 1931 – 10 September 2017) was a Swedish actor, film director, writer, and comedian. He was born in Malmö, Sweden. He is known for his collaboration with Tage Danielsson as the duo Hasse & Tage and their p ...
(born 1931), Swedish actor, film director, writer and comedian *
Hans Backe Hans Roland "Hasse" Backe (; born 14 February 1952) is a Swedish football manager and former player who most recently led Finland's national team. Prior to this he managed the New York Red Bulls. He has coached clubs in Sweden, Norway, Greece, ...
(born 1952), Swedish football manager * Hasse Borg (born 1953), Swedish footballer * Hasse Börjes (born 1948), Swedish speed skater *
Hasse Ekman Hasse Ekman (born Hans Gösta Ekman; 10September 191515February 2004) was a Swedish director, actor, writer and Film producer, producer for film director, film, Theatre director, stage and television director, television. Biography Hasse Ekman ...
(1915-2004), Swedish film director and actor * Hans Wind (1919–1995), Finnish flying ace


See also

* Hasse bound, on the number of points on an elliptic curve *
Hasse diagram In order theory, a Hasse diagram (; ) is a type of mathematical diagram used to represent a finite partially ordered set, in the form of a drawing of its transitive reduction. Concretely, for a partially ordered set ''(S, ≤)'' one represents ea ...
, a diagram used in set theory {{given name, type=both