论文标题
具有多项式相的概括性振荡积分的估计值
Estimates for generalizated oscillatory integrals with polynomial phase
论文作者
论文摘要
在本文中，我们考虑了Mittagleffler函数具有均质多项式相的均匀振荡积分的均匀估计值。我们获得了Ricci-Stein引理的变体和相应积分的不变估计。
In this paper we consider the problem on uniform estimates for generalized oscillatory integrals given by Mittag- Leffler functions with the homogeneous polynomial phase. We obtain a variant of Ricci-Stein Lemma and invariant estimates for corresponding integrals.
