D9 - Twin Prime Conjecture

Related Documents
  • D6: Topic Page: SeeReason Bugs, Issues, Comments
Related Theorems
Theorem T8 by David
Equivalence Assertions
(none)
Related Subjects
  • S49: “TPC
  • S50: “ZFC
  • S51: “greater than
  • S52: “prime
  • S53: “+
  • S54: “Independent of ZFCS50
  • S55: “greatest common divisor
  • S56: “greatest common divisor
  • S57: “coprime
  • S58: “
  • S59: “successor
  • S60: “subset
  • S61: “member
  • S62: “Peano Axioms
  • S66: “sum of numbers from 1 to x
  • S67: “sum of numbers from 1 to x
  • S68: “÷
  • S69: “×
Favorite Subjects
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owner: David

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Twin Prime Conjecture

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    1 Comment on D9

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      David

      The use of the member and subset subjects may be problematic, as it might not unify well with the usual "forall x: S123(x) => ..." technique of describing membership with the predicate. A182 was supposed to say "A subset of N which contains 1 and which always contains successor(n) when it contains n, must equal N. This is the first assertion which binds a set to a variable, and we don't really have a way to use a variable as a predicate the way we can use a subject like N.

      The fact that we can create subjects like "member" and "subset" itself suggests that we might want to be able to deal with things this way, but I'm still not clear.

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