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Normal subgroups of iterated wreath products of symmetric groups and alternating with symmetric groups
Normal subgroups and there properties for finite and infinite iterated wreath products $S_{n_1}\wr \ldots \wr S_{n_m}$, $n, m \in \mathbb{N}$ are founded. The special classes of normal subgroups and there orders are investigated. Special classes of normal subgroups are investigated and their generat
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