Champernowne’s constant, denoted as 0.123456789101112… , is formed by concatenating successive natural numbers. It can be represented as an infinite series. Concatenating 0. with prime numbers yields the Copeland–Erdős constant.
Champernowne’s constant, denoted as 0.123456789101112… , is formed by concatenating successive natural numbers. It can be represented as an infinite series. Concatenating 0. with prime numbers yields the Copeland–Erdős constant.