Levy constant is also referred as Khinchin's Levy constant and its introduced by Aleksandr Khinchin. It is used in the expressions, in which the denominators attains the asymptotic behaviour of a convergents of a continued fractions. The convergents of a continued fractions for the denominators q_{n} of all real numbers satisfies the levy constant.

It can be expressed as lim_{n->∞}q_{n} ^{1/n} = γ.

Levy constant is also referred as Khinchin's Levy constant and its introduced by Aleksandr Khinchin. It is used in the expressions, in which the denominators attains the asymptotic behaviour of a convergents of a continued fractions. The convergents of a continued fractions for the denominators q_{n} of all real numbers satisfies the levy constant.

It can be expressed as lim_{n->∞}q_{n} ^{1/n} = γ.

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