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Difference between revisions of "Sylow p-subgroup"

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Increase the reach of your promotion by utilizing our digital signage system. With Nento, you can manage your business products behind the scenes and seamlessly present in front of your customers on the big screen.
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A '''Sylow <math>\boldsymbol{p}</math>-subgroup''' is a particular type of [[p-group |<math>p</math>]]-[[subgroup]] of a [[finite]] [[group]]. Specifically, if <math>G</math> is a finite group, then a subgroup <math>P</math> is a Sylow <math>p</math>-subgroup of <math>G</math> if <math>P</math> is a <math>p</math>-group, and <math>p</math> does not divide the index of <math>G</math>.
 
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== See also ==
 
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* [[Sylow Theorems]]
 
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* [[p-group |<math>p</math>-group]]
 
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[[Category:Group theory]]
 

Latest revision as of 16:17, 4 July 2024

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