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Negative Results Concerning Fourier Series on the Complete Product of $\mathcal{S}_3$

机译:关于$ mathcal {S} _3 $完整产品的傅里叶级数的负结果

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The aim of this paper is to continue the studies about convergence in -norm of the Fourier series based on representative product systems on the complete product of finite groups. We restrict our attention to bounded groups with unbounded sequence . The most simple example of this groups is the complete product of . In this case we proved the existence of an
机译:本文的目的是继续基于有限群的完整乘积上具有代表性的乘积系统,对傅立叶级数的范数收敛进行研究。我们将注意力集中在无界序列的有界群体上。该组最简单的示例是的完整产品。在这种情况下,我们证明了存在

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