### Equivalence theorem for additive inequalities of Kolmogorov type

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Babenko V.F., Kofanov V.A., Pichugov S.A. "On additive inequalities between intermediate derivatives of functions, defined on a finite interval", *Ukrainian Math. J.*, 1997; 49(5): pp. 619-678. (in Russian)

Babenko V.F., Korneichuk N.P., Kofanov V.A., Pichugov S.A. *Inequalities for derivatives and their applications*, Naukova dumka, Kyiv, 2003; 590 p. (in Russian)

Burenkov V.I. "On exact constants in inequalities for norms of intermediate derivatives on a finite interval", *Trudy matem. in-ta im. V.A. Steklova AN SSSR*, 1980; 156: pp. 22-29. (in Russian)

Korneichuk N.P. *Extremum problems in approximation theory*, Moscow, 1976; 320 p. (in Russian)

Shadrin Yu.A. "On exact constants in inequalities between norms of derivatives on a finite interval", *Doklady RAN*, 1992; 326(1): pp. 50-53. (in Russian)

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