### Properties and approximation of integrable functions

#### Abstract

#### Keywords

#### Full Text:

PDF (Українська)#### References

Motornyi V.P. "Approximation of functions by algebraic polynomials in $$$L_p$$$ metric", *Izv. AN SSSR. Ser.: Matematika*, 1971; 35(4): pp. 874-899. (in Russian)

Ul'yanov P.L. "On series by Haar system", *Matem. sbornik*, 1964; 63(3): pp. 356-391. (in Russian)

Ul'yanov P.L. "Inclusion of certain classes $$$H_p^{\omega}$$$ of functions", *Izvestiya AN USSR. Ser. matem.*, 1968; 32(3): pp. 649-686. (in Russian)

Timan A.F. *Approximation theory for real-variable functions*, Fizmatgiz, Moscow, 1960; 624 p. (in Russian)

Hodak L.B. *Some problems of approximation of non-periodic functions by algebraic polynomials: Diss. Cand. Phys.-Math. Sc.*, Dnipropetrovsk, 1979; 108 p. (in Russian)

Motornyi V.P., Klimenko M.S. "Mean approximation of functions by algebraic polynomials", *Dnipr. Univ. Math. Bull.*, 2012; 17: pp. 106-117. (in Ukrainian)

### Refbacks

- There are currently no refbacks.

Copyright (c) 2017 V.P. Motornyi, U.P. Babyak, K.R. Studenikina, M.V. Shtats'ka

This work is licensed under a Creative Commons Attribution 4.0 International License.

#### Registered in

Not much? See «Misleading Metrics» [web-archive] (by J. Beall), «The story of fake impact factor companies ...» (by M. Jalalian); on the other hand, see «Citation Statistics» (by R. Adler, J. Ewing, P. Taylor)