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Kourovka Problem 3.46 - Maximal Locally Soluble Normal Subgroups

Does there exist a group with more than one but only finitely many maximal locally soluble normal subgroups? An explicit group with exactly two settles it.

Exact FrontierDelta

Prior state unknownproved

Scope and record

Occurred: Jul 20, 2026

Delta type: SOURCE CLAIM

Assumptions: VibeMathed verification: lean-verified. Publication: preprint. AI contribution: ai-discovered. Imported under CC BY 4.0.

Canonical aliases: Kourovka Problem 3.46 - Maximal Locally Soluble Normal Subgroups · Kourovka 3.46

Confidence: Not scored

Registry verification: lean verified · preprint · resolved

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Attribution

VibeMathed
registry · event recorded by

Aristotle
model · ai model contributor · Harmonic

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This event attributed to Aristotle

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