The article can be summed up as "yes, it's more".<p>The article cites continuum hypothesis (or rather, links a Wikipedia article
for formula), but that one <i>is not about whether it's greater or not</i>, as the
hypothesis assumes that there is inequality.<p>All in all, the article doesn't even mention how to prove this inequality.<p>Also,<p>> So, is it true that that 2^∞ > ∞? The answer depends on which notion of
infinity we use. The infinity of limits has no size concept, and the formula
would be false.<p>Not really. The "infinity of limits" is not an object you can compare to, it's
just a notion that the sequence behaves in certain way. On this ground the
formula "2^∞ > ∞" is ill-formed.