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Large-IPAD infinitude conjecture for Schur sigma 3-groups
An IPAD is the invariant used in the source to record the abelianization and related index-subgroup data of a Schur --group. Call an IPAD “large” in the informal sense i…
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Periodic IPAD measure conjectures for 3-class tower groups
An IPAD is the invariant displayed in the source in the form of an abelianization together with the corresponding abelianizations of selected index subgroups. The notation…