The milman-shocke boundary and approximation theory

Yu. A. Shashkin

doi:10.1007/bf01076092

journal article Apr 01, 1967

The milman-shocke boundary and approximation theory

Yu. A. Shashkin

Functional Analysis and Its Applications Vol. 1 No. 2 pp. 170-171 · Springer Science and Business Media LLC

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References

7

[1]

E. Bishop and K. de Leeuw, Ann. Inst. Fourier,9, 305–331 (1959). 10.5802/aif.95

[2]

E. Bishop, Pacific J. Math.,9, No. 3 (1959), 629–641 10.2140/pjm.1959.9.629

[3]

A. G. Vitushkin, DAN SSSR, 128, No. 1, 17–20 (1959).

[4]

S. N. Mergelyan, appendix to Walsh's book Interpolation and Approximation by Rational Functions in Complex Regions [Russian translation], Moscow, II, 461–499 (1961).

[5]

Problems in Approximation Theory [collection of translations], Moscow, IL (1963).

[6]

P. P. Korovkin, Linear Operators and Approximation Theory [in Russian], Moscow, Fizmatgiz (1959).

[7]

Yu. A. Shashkin, Izv. AN SSSR, ser. matem.,26, No. 4, 495–512 (1962).

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Details

Published: Apr 01, 1967
Vol/Issue: 1(2)
Pages: 170-171
License: View

Authors

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Yu. A. Shashkin

Cite This Article

Yu. A. Shashkin (1967). The milman-shocke boundary and approximation theory. Functional Analysis and Its Applications, 1(2), 170-171. https://doi.org/10.1007/bf01076092

The milman-shocke boundary and approximation theory

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