Wreath product of Z5 and Z5
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This group is defined in the following equivalent ways:
- It is wreath product of cyclic group:Z5 and cyclic group:Z5. It is defined as the wreath product of groups of order p for the prime number .
- It is the -Sylow subgroup of the symmetric group of degree .
|Description||Functions used||Mathematical comments|
|WreathProduct(CyclicGroup(5),CyclicGroup(5))||WreathProduct and CyclicGroup|