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Aleksei Ivanovich Markushevich (Russian: Алексей Иванович Маркушевич; 2 April [O.S. 20 March] 1908,
Petrozavodsk – 7 June 1979, Moscow) was a
Soviet mathematician...
- In
functional analysis, a
Markushevich basis (sometimes M-basis) is a
biorthogonal system that is both
complete and total. Let X {\displaystyle X} be Banach...
- In mathematics, the Farrell–
Markushevich theorem,
proved independently by O. J.
Farrell (1899–1981) and A. I.
Markushevich (1908–1979) in 1934, is a result...
- basis)
Schauder basis (in a
Banach space) Dual
basis Biorthogonal system (
Markushevich basis)
Orthonormal basis in an inner-product
space Orthogonal polynomials...
- ISBN 978-0356025056.{{cite book}}: CS1 maint: date and year (link)
Markushevich, A. I. (1966). The
Remarkable Sine Function. New York:
American Elsevier...
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Institutions Moscow State University Steklov Institute of
Mathematics Doctoral advisor Nikolai Luzin Doctoral students Mstislav Keldysh Aleksei Markushevich...
- the
Theory of
Functions of a
Complex Variable). (1951, in Russian).
Markushevich, A. I.,
Theory of
Functions of a
Complex Variable, (Prentice-Hall, 1965)...
-
Bracken &
Miller 2014, pp. 386–387
Kaufmann &
Schwitters 2011, p. 220
Markushevich 2015
Sahai & Bist 2002, p. 21
Maddocks 2008, p. 131 Barrera-Mora 2023...
- ISBN 978-3-642-20544-6,
retrieved 2022-04-27 (page 6)
Ahlfors 1979
Solomentsev 2001;
Markushevich 1965 "Logarithmic
branch point -
Encyclopedia of Mathematics". www.encyclopediaofmath...
- Polynomials. Look up
polynomial in Wiktionary, the free dictionary.
Markushevich, A.I. (2001) [1994], "Polynomial",
Encyclopedia of Mathematics, EMS Press...
