Kourovka Problem 3.46: Exactly two maximal locally soluble normal subgroups
- Mathematics
A group with exactly two maximal locally soluble normal subgroups, resolving Kourovka Problem 3.46.
Kourovka Problem 3.46: Exactly two maximal locally soluble normal subgroups
- Mathematics
A group with exactly two maximal locally soluble normal subgroups, resolving Kourovka Problem 3.46.
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Understand the problem ↓Understanding the problem
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A group with exactly two maximal locally soluble normal subgroups, resolving Kourovka Problem 3.46.
Why it matters
A new construction answers a group theory question posed in the 1969 Notebook.
What counts as progress
A specific group theory result with documented AI mathematical work, a stated prior baseline and a checkable source.
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Kourovka Problem 3.46: Exactly two maximal locally soluble normal subgroups