Apa itu Konstanta Liouville?

Ones in Liouville's constant: exponentially sparse

A 1 appears at positions 1, 2, 6, 24, 120, 720... (the factorials). All other positions are 0. The gaps grow exponentially: after position 24 the next 1 is at position 120.

Methods for proving transcendence: Liouville opened the door

Each breakthrough opened a new tool for proving numbers transcendental. Lindemann proved π is transcendental in 1882, ending the squaring-the-circle problem.

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