cantor's theorem
Cantor's theorem states that for any set S, the power set of S (the set of all subsets of S) has a higher cardinality than S itself. This shows that there are infinitely more subsets of a set than there are elements in the set.
Requires login.
Related Concepts (1)
Similar Concepts
- bell's theorem
- cantor's diagonalization method
- completeness theorem
- conjugacy theorem
- conjugate root theorem
- equipartition theorem
- fermat's last theorem
- fermat's theorem
- goldbach's conjecture
- liouville's theorem
- no-hair theorem
- noether's theorem
- poincaré-bendixson theorem
- pythagorean theorem
- theorem proving