Search results

==== Power set ==== ...t of base set: No one-to-one correspondence exists between the set and its power set. Cantor proved that this in fact holds for any set (Cantor's Theorem). This

==== Power set ==== ...t of base set: No one-to-one correspondence exists between the set and its power set. Cantor proved that this in fact holds for any set (Cantor's Theorem). This

...e cardinality of the power set of the integers. In fact, the reals and the power set of the integers have the same cardinality. Instead, <math>\aleph_1</math> i

== Power set and Cantor == ...s first proof (1973) that the real numbers are uncountable did not use the power set idea.

The first motive power set on ''Super Chief-1'' consisted of a pair of blunt-nosed, diesel-electric un