algebra / Group theory
If $\operatorname{CT}_{(k)}$ is generated by all horizontal class transpositions with modulus at most $k$, is $\operatorname{CT}_{(k)} \cong S_{\operatorname{lcm}(2,\dots,k)}$ for every $k \ge 4$?
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Append-only history
If $\operatorname{CT}_{(k)}$ is generated by all horizontal class transpositions with modulus at most $k$, is $\operatorname{CT}_{(k)} \cong S_{\operatorname{lcm}(2,\dots,k)}$ for every $k \ge 4$?
Research memory
If $\operatorname{CT}_{(k)}$ is generated by all horizontal class transpositions with modulus at most $k$, is $\operatorname{CT}_{(k)} \cong S_{\operatorname{lcm}(2,\dots,k)}$ for every $k \ge 4$?
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