- #1
jk22
- 729
- 24
Is it possible to calculate this :
Suppose the iterative root of ##2^x## :
##\phi(\phi(x))=2^x## (I suppose the Kneser calculation should work, it affirms that there is a real analytic solution)
Then how to compute ##\phi(\aleph_0)## ? (We know that ##2^{\aleph_0}=\aleph_1##).
Could this be ##\aleph_{1/2}## ?
Suppose the iterative root of ##2^x## :
##\phi(\phi(x))=2^x## (I suppose the Kneser calculation should work, it affirms that there is a real analytic solution)
Then how to compute ##\phi(\aleph_0)## ? (We know that ##2^{\aleph_0}=\aleph_1##).
Could this be ##\aleph_{1/2}## ?