by K. V. Runovskii, Schmeißer H.-J.
Preprint series: 98-04, Analysis
The paper is published: Math. Nachr., 189, 209-220, 1998
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