Pages that link to "Item:Q3604991"
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The following pages link to Generalizing a theorem of P. Hall on finite-by-nilpotent groups (Q3604991):
Displaying 15 items.
- The rank of the factor-group modulo the hypercenter and the rank of the some hypocenter of a group. (Q386367) (← links)
- A generalization of Schmidt's theorem on groups with all subgroups nilpotent. (Q1759609) (← links)
- A bound for Hall's criterion for nilpotence in semi-abelian categories (Q2209281) (← links)
- On hypercentre-by-polycyclic-by-nilpotent groups (Q2313578) (← links)
- Finite-by-nilpotent groups and a variation of the BFC-theorem (Q2675934) (← links)
- Generalizing a Rank Analogue of Hall's Theorem (Q2903361) (← links)
- (Q3337629) (← links)
- Hall-Higman-type theorems for semisimple elements of finite classical groups (Q3535596) (← links)
- An upper bound for the index of the center in capable groups with finite cyclic derived subgroups (Q5089985) (← links)
- Compact groups in which all elements are almost right Engel (Q5147014) (← links)
- AN APPROACH TO CAPABLE GROUPS AND SCHUR’S THEOREM (Q5501748) (← links)
- On torsion-by-nilpotent groups (Q5945588) (← links)
- Variants of theorems of Baer and Hall on finite-by-hypercentral groups. (Q5964502) (← links)
- Probabilistically nilpotent groups of class two (Q6191285) (← links)
- On groups with BFC-covered word values (Q6612165) (← links)
