Cantor cube
= Cantor cube
{wiki=Cantor_cube}
The Cantor cube, often denoted as \\(2^\\omega\\) or \\(\[0, 1\]^\\omega\\), is a product space that arises in topology and set theory. It can be understood in a few different ways: 1. **Composition**: The Cantor cube is defined as the countable infinite product of the discrete space \\(\\\{0, 1\\\}\\).