Liouville's constant is also called as Liouville's number. It was proven to be a transcendental number by Liouville in 1850. It possess the property, that for every positive integer n, there have two integers p and q, where q is greater than 1. It is expressed by the symbol £_{Li} and the constant value is 0.11000..

Liouville's constant is also called as Liouville's number. It was proven to be a transcendental number by Liouville in 1850. It possess the property, that for every positive integer n, there have two integers p and q, where q is greater than 1. It is expressed by the symbol £_{Li} and the constant value is 0.11000..

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