Abstract

In 1938, [S. Sidon [9]] proved an inequality for the complex trigonometric system on inter val [0, 1) known as Sidon type inequality. This inequality was generalized by [Bojanic and Stanojevic [1]]. The Walsh case was investigated by [Moricz and Schipp [7]]. Another generalization for trigonometric case was given by [Buntinas and Tanovic-Miller [2]]. Here in this paper we proved it for wavelet case and also obtained the convergence of wavelet series in L 1 norm.

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