Converse of lagrange's theorem (CLT) numbers under 1000
نویسندگان
1 University of Oregon
doi
10.22108/ijgt.2017.13314چکیده
A positive integer $n$ is called a CLT number if every group of order $n$ satisfies the converse of Lagrange's Theorem. In this note, we find all CLT and supersolvable numbers up to $1000$. We also formulate some questions about the distribution of these numbers.
