Pages that link to "Item:Q2200052"
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The following pages link to Detecting structural properties of finite groups by the sum of element orders (Q2200052):
Displaying 18 items.
- Characterizing finite groups using the sum of the orders of the elements. (Q471798) (← links)
- On a divisibility property involving the sum of element orders (Q2021673) (← links)
- A generalization of a result on the sum of element orders of a finite group (Q2054655) (← links)
- On the average order of a finite group (Q2104900) (← links)
- Another criterion for supersolvability of finite groups (Q2136927) (← links)
- The sum of orders of elements in nonabelian groups of odd order (Q2145065) (← links)
- A density result on the sum of element orders of a finite group (Q2182681) (← links)
- On the supersolvability of a finite group by the sum of subgroup orders (Q5046094) (← links)
- An answer to a conjecture on the sum of element orders (Q5065656) (← links)
- On two conjectures about the sum of element orders (Q5065906) (← links)
- A criterion for <i>p</i>-nilpotency and <i>p</i>-closedness by the sum of element orders (Q5124612) (← links)
- PROPERTIES OF FINITE GROUPS DETERMINED BY THE PRODUCT OF THEIR ELEMENT ORDERS (Q5147586) (← links)
- New criteria for solvability, nilpotency and other properties of finite groups in terms of the order elements or subgroups (Q5872404) (← links)
- On the sum of the inverses of the element orders in finite groups (Q5879436) (← links)
- On groups with average element orders equal to the average order of the alternating group of degree \(5\) (Q6146852) (← links)
- An exact upper bound for the sum of powers of element orders in non-cyclic finite groups (Q6199048) (← links)
- A density theorem related to dihedral groups (Q6589626) (← links)
- A criterion for \(p\)-solvability of finite groups, where \(p = 7\) or 11 (Q6647922) (← links)
