This article is cited in 1 paper

Short Communications

On application of the van der Corput lemma to estimation of the characteristic functions of certain singular distributions

V. V. Yurinskiĭ

Moscow

Abstract: A multidimensional analogue of the van der Corput lemma is stated. It can be used to derive bounds (1) for the characteristic functions of certain distributions concentrated on smooth surfaces in $R^m$ with surface densities. Other possible applications are discussed.

Received: 15.01.1971

 English version: Theory of Probability and its Applications, 1971, 16:2, 387–388

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