Does aleph 2 exist?
I'm curious about the mathematical concept of aleph 2. I've heard of aleph 0 and aleph 1, but I'm not sure if aleph 2 actually exists in the realm of set theory and infinity. Does it?
Is aleph 2 bigger than aleph 1?
Can you clarify your question regarding the comparison between aleph 2 and aleph 1? Are you referring to mathematical concepts, such as cardinal numbers in set theory, or is there a specific context in which these terms are being used? If we're talking about the cardinal numbers in set theory, aleph 2, denoted as ℵ₂, is indeed larger than aleph 1, denoted as ℵ₁. However, without more context, it's difficult to give a definitive answer as these terms may have different meanings in different contexts.