Vladimir Alekseevsky discovered the double gamma function in 1888-89 via quartering factors in the theta function product, with its history continuing until 1907 before revival decades later.
Untersuchung \"uber die Formel nF(nx)=f(x)+f (x+ 1n )+f (x+ 2n )+ f (x+ n-1 n )
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The double gamma function and Vladimir Alekseevsky
Vladimir Alekseevsky discovered the double gamma function in 1888-89 via quartering factors in the theta function product, with its history continuing until 1907 before revival decades later.