On the development of «modern» algebra in Russia: The Kiev and Moscow algebraic schools of the first half of the 20th century.
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On the development of «modern» algebra in Russia: The Kiev and Moscow algebraic schools of the first half of the 20th century.
Annotation
PII
S020596060022232-7-1
Publication type
Article
Status
Published
Authors
Maria A. Dubovitskaia 
Affiliation: Vavilov Institute for the History of Science and Technology, Russian Academy of Sciences,
Address: Russian Federation, Moscow
Pages
50-77
Abstract

The transition from the old algebra of equations to the modern algebra of group theory and Galois theory was pioneered in Russia by D. A. Grave, a student of P. L. Chebyshev, subsequently academician of the Ukrainian Academy of Sciences in Kiev. Many of his students, including B. N. Delone, M. F. Kravchuk, N. G. Chebotarev, A. M. Ostrovsky, and O. Yu. Shmidt became prominent mathematicians and further developed the new approach. In 1929 Shmidt became professor at Moscow University and founded the chair of higher algebra there. The article describes related changes in the university curriculum and the social-political context of the development of a new school in mathematics.

Date of publication
01.12.2014
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