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Displaying 401 –
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987
Let be a subgroup of a finite group . We say that satisfies the -property in if for any chief factor of , is a -number. We obtain some criteria for the -supersolubility or -nilpotency of a finite group and extend some known results by concerning some subgroups that satisfy the -property.
All ordinal numbers with the following property are found: there exists a loop such that its subloops form a chain of ordinal type .
Suppose that is a finite group and is a subgroup of . The subgroup is said to be weakly-supplemented in if there exists a proper subgroup of such that . In this note, by using the weakly-supplemented subgroups, we point out several mistakes in the proof of Theorem 1.2 of Q. Zhou (2019) and give a counterexample.
A subgroup of a finite group is weakly-supplemented in if there exists a proper subgroup of such that . In the paper, we extend one main result of Kong and Liu (2014).
The purpose of this paper is to give a general and a simple approach to describe the Sylow r-subgroups of classical groups.
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