Frequencies of digits 0-9 in the decimal period of 1/p for primes p ≡ 3 mod 4 with 10 of order (p-1)/2 are expressed in terms of class numbers of two imaginary quadratic fields, with analogues for primitive roots and octal digits.
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On the decimal and octal digits of $1/p$
Frequencies of digits 0-9 in the decimal period of 1/p for primes p ≡ 3 mod 4 with 10 of order (p-1)/2 are expressed in terms of class numbers of two imaginary quadratic fields, with analogues for primitive roots and octal digits.