Knowledge (XXG)

George Bergman

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is an additional research area. Bergman officially retired in 2009, but is still teaching. His interests beyond mathematics include subjects as diverse as
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Bergman, George M. (1983), "Embedding rings in completed graded rings 4. Commutative algebras",
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Bergman, George (1976), "Rational relations and rational identities in division rings. II",
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Bergman, George M. (1974), "Coproducts and some universal ring constructions",
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Bergman, George M. (2011), "Homomorphic images of pro-nilpotent algebras",
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University of California, Berkeley College of Letters and Science faculty
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He was designated a member of the Inaugural Class of Fellows of the
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Bergman, George M. (2006), "Generating infinite symmetric groups",
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Bergman, George M. (1978), "The diamond lemma for ring theory",
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An Invitation to General Algebra and Universal Constructions
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Co-groups and co-rings in categories of associative rings
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His primary research area is algebra, in particular
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Index


Brooklyn, New York
American
Harvard University
Bergman's diamond lemma
Mathematics
University of California, Berkeley
Doctoral advisor
John Tate Jr
Brooklyn
New York
mathematician
Stuyvesant High School
New York City
Ph.D.
Harvard University
John Tate
mathematics
University of California, Berkeley
associative rings
universal algebra
category theory
Mathematical logic
third-party politics
James Joyce
American Mathematical Society
doi
10.1007/978-3-319-11478-1
ISBN
978-3-319-11477-4

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