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_{[comment turned into an answer, as suggested by Mikhail Katz]}

a 2022 paper by Carnahan, "Why do the symmetries of the monster vertex algebra form a finite simple group?" goes some way towards answering Conway's question, using "19th century group theory".

_{[comment turned into an answer, as suggested by Mikhail Katz]}

a 2022 paper by Scott Carnahan, "Why do the symmetries of the monster vertex algebra form a finite simple group?" goes some way towards answering Conway's question, using "19th century group theory".

_{[comment turned into an answer, as suggested by Mikhail Katz]}

a 2022 paper by Carnahan, "Why do the symmetries of the monster vertex algebra form a finite simple group?" goes some way towards answering Conway's question.

_{[comment turned into an answer, as suggested by Mikhail Katz]}

a 2022 paper by Carnahan, "Why do the symmetries of the monster vertex algebra form a finite simple group?" goes some way towards answering Conway's question, using "19th century group theory".

a 2022 paper by Carnahan, "Why do the symmetries of the monster vertex algebra form a finite simple group?" goes some way towards answering Conway's question.

_{[comment turned into an answer, as suggested by Mikhail Katz]}

a 2022 paper by Carnahan, "Why do the symmetries of the monster vertex algebra form a finite simple group?" goes some way towards answering Conway's question.