FPM 2001, vol. 7, no. 1, pp. 275-280

FUNDAMENTALNAYA I PRIKLADNAYA MATEMATIKA

(FUNDAMENTAL AND APPLIED MATHEMATICS)

2001, VOLUME 7, NUMBER 1, PAGES 275-280

Minimization of exact constants in Jackson type inequalities and diameters of functions belonging to $L$ ₂[0,2p]

M. G. Esmaganbetov

Abstract

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We obtain a series of results related to minimization
of exact constans in Jackson type inequalities
as well as the diameters of functions belonging to $L_2[0,2\pi]$.

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Minimization of exact constants in Jackson type inequalities and diameters of functions belonging to L2[0,2p]

Minimization of exact constants in Jackson type inequalities and diameters of functions belonging to $L$ ₂[0,2p]