论文标题

拓扑组鲁棒功能的收敛弱

Weak convergence of robust functions on topological groups

论文作者

Ayala, Victor, Da Silva, Adriano, Roman-Flores, Heriberto

论文摘要

在本文中,我们为拓扑空间的水平功能引入了弱版和题词收敛。在拓扑组的特定情况下,我们能够在一组级别函数中定义卷积,并表明任何此类功能都是稳健函数的级别和层次的限制。

In this paper we introduce a weak version of level and epigraph convergence for level functions on topological spaces. In the particular case of topological groups we are able to define convolutions in the set of level functions and show that any such function is the limit in level and epigraph of robust functions.

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