4 ms·
Compare e^Pi and Pi^e ? EDIT: OK, that one is more for engineer. How about: find a bijection between R and P(N)?
by S4M 14y ago
Compare e^Pi and Pi^e ?
EDIT: OK, that one is more for engineer. How about: find a bijection between R and P(N)?
- ColinWright 14y agoInteresting. Can you produce a bijection between R and P(N)? It might be harder than you think.
- S4M 14y agoI can (actually between P(N) and [0,1), but it is equivalent)). Not sure if I should post it here though. Just email me if you want my answer (email is in my profile).
- ColinWright 14y agoYou have email.