Vladimir Vasilyevich Golubew

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Wladimir Wassiljewitsch Golubew ( Russian Владимир Васильевич Голубев , English transcription Vladimir Vasilievich Golubev; born December 3, 1884 in Sergiev Posad , † December 4, 1954 in Moscow ) was a Russian mathematician who mainly dealt with function theory.

Golubev was a student of Dmitri Yegorov at Lomonosov University . He was professor and head of the mathematics faculty at the University of Saratov from its establishment from 1917 to 1930. He was then professor at Lomonosov University, where he was dean of the faculty of mathematics and mechanics from 1933 to 1935 and 1944 to 1952.

Golubew studied the marginal behavior of analytical functions around 1916, soon followed by Iwan Iwanowitsch Priwalow , who also taught in Saratov. A proposition (or criterion) is named after both , which gives necessary and sufficient conditions for the existence of a regular analytic function F (z) in an area enclosed by a closed rectifiable curve C, which almost everywhere has a function given on the boundary C. f (z) as the angle limit value, namely that for . He also dealt with differential equations of the motion of a rigid body in mechanics and differential equations in the complex.

He was a corresponding member of the Soviet Academy of Sciences since 1934 . Golubev received the following awards: 3 times Order of the Red Star (1936, 1944, 1945), Order of the Red Banner of Labor (1944), Order of Lenin (1953).

Fonts

  • Lectures on integration of the equations of motion of a rigid body about a fixed point. English edition Moscow 1953, Jerusalem 1960
  • Lectures on differential equations in the complex (= university books for mathematics . Vol. 43). Deutscher Verlag der Wissenschaften, Berlin 1958 (Russian original 1950).

Web links

Individual evidence

  1. ^ Biography of Vladimir Golubev. Retrieved October 20, 2018 (Russian).