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Karl W. Gruenberg

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In 1967 he moved back to Queen Mary College where he became a leading figure in the algebra research community and where he remained for the rest of his career. He became a professor in the Department of Pure Mathematics where he worked with
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in 1939. Most of the Kindertransport children never saw their parents again but Karl was lucky and his mother soon joined him, and they moved to London in 1943 where he entered
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He had a son Mark and a daughter Anne by his first wife Katherine. For thirty years he was married to his second wife Margaret.
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at Cambridge with his treatise "A Contribution to the Theory of Commutators in Groups and Associative Rings". He was awarded a
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At the age of eleven, Gruenberg was one of the many Jewish children sent from Austria to Great Britain as part of the
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1984 Group theory : essays for Philip Hall, J E Roseblade & Philip Hall, London : Academic Press,
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which made it possible for him to spend 1955–56 at Harvard and then 1956–57 at the
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This article is about the British mathematician. For the German otologist, see
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A Contribution to the Theory of Commutators in Groups and Associative Rings
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in 1954. He was appointed as an Assistant Lecturer in Mathematics at
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On the occasion of the 65th birthday of Professor K.W. Gruenberg
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in Princeton, New Jersey. In 1948 he became a British citizen.
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The Universal Coefficient Theorem in the Cohomology of Groups
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Professor Karl Gruenberg: Leading light in algebra research
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Journal of Algebra, Volume 326, Issue 1, 15 January 2011
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Institute for Advanced Study: A Community of Scholars
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Index

Karl GrĂĽnberg (otologist)

K. A. Hirsch
R. H. Bruck
Vienna
Magdalene College, Cambridge
cohomology theory
Queen Mary College
Thesis
Doctoral advisor
Philip Hall
group theory
cohomology
Kindertransport
Kilburn Grammar School
Magdalene College, Cambridge
MA (Cantab.)
Queen Mary College
Philip Hall
Commonwealth Fund Fellowship
Institute for Advanced Study
Bertram Huppert
Wolfgang GaschĂĽtz
Mathematical Research Institute of Oberwolfach
The Universal Coefficient Theorem in the Cohomology of Groups
London Mathematical Society
Cohomological topics in group theory
ISBN
978-3-540-36303-3
Linear geometry

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