Vera Faddeeva

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Vera Faddeeva
Вера Николаевна Фаддеева
Born
Vera Nikolaevna Zamyatin

(1906-09-20)20 September 1906
Dmitry Konstantinovich Faddeev

Vera Faddeeva (

Dmitry Konstantinovich Faddeev
. She is remembered as an important Russian mathematician, specializing in linear algebra, who worked in the 20th century.

Biography

Vera Nikolaevna Zamyatina (

Boris Grigorievich Galerkin at the Leningrad Institute of Constructions for three years. She returned to the Pedagogical Institute to complete her graduate work in 1938, studying for the next three years. In 1942 Faddeeva was appointed as a junior researcher at the Steklov Institute of Mathematics in Leningrad, but had to flee the city during the German invasion. She lived in Kazan with her family until the siege was over in 1944 and they were able to secure permits as academics to return. By 1946, she had completed her thesis entitled On One Problem and submitted it to the Department of Mathematical Physics of Leningrad State University. The thesis was accepted and she received the equivalent of a PhD in 1946.[1]

In 1949 she published two papers: The method of lines applied to some boundary problems and On fundamental functions of the operator X{IV}. The following year, she published a book with a colleague, Mark Konstantinovich Gavurin, which was a series of

linear equations and the inversion of matrices, and explained computing square roots and eigenvalues and eigenvectors of a matrix.[1] Faddeeva had continued working at the Steklov Institute, she would work there until her retirement, and in 1951, became head of the Laboratory of Numerical Computations. This unit was based on a model unit set up at Leningrad State University by Gavurin with Leonid Vitalyevich Kantorovich in 1948.[1] Computational methods was translated into English in 1959[3] and was widely influential.[4] In 1960, the book was expanded and reprinted in Russian, she was awarded a USSR State Prize
, and it also was translated into English, being published in 1963. Between 1962 and 1974, she worked with her husband compiling a summary of developments being made in linear algebra, which were published in 1975. Faddeeva's last paper, prepared in 1980 for a conference in Warsaw was entitled Numerical methods of linear algebra in computer formulation and was published posthumously in 1984.

Faddeeva died 15 April 1983 in

Personal

Vera Nikolaevna Zamyatina married Dmitry Konstantinovich Faddeev in 1930.[1] Children: Maria (b. 6 October 1931), a chemist; Ludvig (10 March 1934-26 February 2017),[5] a mathematician and theoretical physicist; and Michael (28 June 1937–30 September 1992), a mathematician.[6]

Selected works

  • Faddeeva, Vera Nikolaevna; Benster, Curtis D. (1959). Computational methods of linear algebra. Mineola, New York: Dover Publications. (original Russian published in 1950)
  • Faddeeva, V. N. (1968). Numerical Methods and Inequalities in Function Spaces. Providence, Rhode Island: American Mathematical Society. (original Russian published in 1965)
  • Faddeeva, V. N. (1970). Automatic Programming, Numerical Methods and Functional Analysis. Providence, Rhode Island: American Mathematical Society. .
  • Faddeeva, Vera Nikolaevna; Matematicheskiĭ institut im. V.A. Steklova (1972). Automatic programming and numerical methods of analysis. New York, New York: Consultants Bureau. .

References

  1. ^ a b c d e f O'Connor, John J.; Robertson, Edmund F., "Vera Nikolaevna Faddeeva", MacTutor History of Mathematics Archive, University of St Andrews
  2. ^ a b Ladyzhenskaya 1994, p. 208.
  3. ^ a b c Brezinski & Tournès 2014, p. 118.
  4. ^ Brezinski & Wuytack 2012, p. 16.
  5. ^ "Autobiography of Ludwig Faddeev". Kowloon, Hong Kong: Shaw Prize. 9 September 2008. Archived from the original on 25 December 2018. Retrieved 9 November 2015.
  6. ^ "Комаровское кладбище" (in Russian). Retrieved 9 November 2015.

Notes

  1. ^ Ladyzhenskaya states that the book was the "first of its kind in this field", but Brezinski & Tournès state she presented the square root method in her book but “attributed it to Banachievwicz”. It is clear that hers was not the first work in the field, but it is unclear if she was the first to publish the information.[2][3]

Bibliography

External links