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Post Closed as "Not suitable for this site" by YCor, Victor Protsak, Derek Holt, Pace Nielsen, LSpice
added 10 characters in body; edited title
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YCor
YCor
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A generalization of p$p$-groups

I was wondering if there is a refrencereference studying groups with order m^k$m^k$ where m,k$m,k$ are integers and m$m$ is not supposed to be a prime, as a generalization of p$p$-groups?

A generalization of p-groups

I was wondering if there is a refrence studying groups with order m^k where m,k are integers and m is not supposed to be a prime as a generalization of p-groups?

A generalization of $p$-groups

I was wondering if there is a reference studying groups with order $m^k$ where $m,k$ are integers and $m$ is not supposed to be a prime, as a generalization of $p$-groups?

Typos are corrected.
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user64494
user64494
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A generalization of p_groupsp-groups

I was wondering if there is a refrence studying groups with order m^k where m,k are integers and m is not supposed to be a prime as a generalization of p_groupsp-groups?

A generalization of p_groups

I was wondering if there is a refrence studying groups with order m^k where m,k are integers and m is not supposed to be a prime as a generalization of p_groups?

A generalization of p-groups

I was wondering if there is a refrence studying groups with order m^k where m,k are integers and m is not supposed to be a prime as a generalization of p-groups?

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Mohammad Radi
Mohammad Radi
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A generalization of p_groups

I was wondering if there is a refrence studying groups with order m^k where m,k are integers and m is not supposed to be a prime as a generalization of p_groups?