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A multiplier inclusion theorem on product domains
Proceedings of the Edinburgh Mathematical Society ( IF 0.7 ) Pub Date : 2019-06-20 , DOI: 10.1017/s0013091519000087
Odysseas Bakas

In this note it is shown that the class of all multipliers from the d-parameter Hardy space $H_{{\rm prod}}^1 ({\open T}^d)$ to L2 (𝕋d) is properly contained in the class of all multipliers from L logd/2L (𝕋d) to L2(𝕋d).

中文翻译:

产品域的乘数包含定理

在本说明中,显示了所有乘法器的类别d-参数哈代空间$H_{{\rm prod}}^1 ({\open T}^d)$大号2(𝕋d) 正确地包含在所有乘数的类中大号日志d/2大号(𝕋d) 到大号2(𝕋d)。
更新日期:2019-06-20
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