On Marcinkiewicz-Zygmund-type inequalities for irregular knots in Lp spaces, 0 < p < = $ \infty $

by    K. V. Runovskii, Schmeißer H.-J.

Preprint series: 98-04, Analysis

The paper is published: Math. Nachr., 189, 209-220, 1998

MSC:
42A05 Trigonometric polynomials, inequalities, extremal problems

Abstract: An equivalence of a discrete norm and a continuous norm of a trigonometric polynomial is
proved for the case of irregular knots in $ L_p \,$- spaces, where $ \;0< p \le +\infty .$

Keywords: discrete and continuous quasi-norms

Upload: 1998-12-01

Update: 1999-01-28


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