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zfc set theory

  1. DoFliesCallUsWalks

    How do we scale this type of infinite iteration?

    What interpretation is best for this feat? Basically an infinitely reiterating structure, where Space 1 has a size of infinity to the power of infinity, Space 2 has a size of Space 1 to the power of Space 1, Space 3 has a size of Space 2 to the power of Space 2, etc. What kind of set theory...
  2. ArachDusa

    Beyond the Von Neumann Universe

    This post is going to kind of be two questions about the same general subject, which is mathematical structures that surpass baseline Low 1-A, or in other words, surpass the Von Neumann Universe. The wiki's tiering system page briefly mentions "the Von Neumann Universe (And larger structures...
  3. Ioffersomename12

    Straight answer (set theories)

    I was looking for set theories page but ZFC and other set theories doesnt exist. And I dont know where they scale. So can someone tell me all existing set theories and where they scale?
  4. Ioffersomename12

    H1-A and Zfc set theory

    In the VSBW tiering system, the fundamental definition of a 'High 1-A' level is that it qualitatively surpasses the Low 1-A level and all the mathematical structures it represents (including the Von Neumann universe, large cardinals, and all possible logical systems). However, the criterion of...

  5. What's Tier 0 (Boundless) cardinality.

    I've been hearing that Tier 0 is a Mahlo cardinal, but I couldn't find anything on the wiki to confirm this, so I was wondering what cardinality is Tier 0. From my understanding, here are what the other cardinality of the tiers are: Low 1-A: ℵ1 1-A: ℵ2 Higher then baseline 1-A: ℵ3 and beyond...
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