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Tags

#artificial-intelligence #geb #goedel-escher-bach #hofstadter #typographical-number-theory

Question

Rule of Generalization: Suppose x is a theorem in which u, a variable, occurs free. Then \(\forall u:x\) is a theorem. (Restriction: [...])

Answer

No generalization is allowed in a fantasy on any variable which appeared free in the fantasy's premise.

Tags

#artificial-intelligence #geb #goedel-escher-bach #hofstadter #typographical-number-theory

Question

Rule of Generalization: Suppose x is a theorem in which u, a variable, occurs free. Then \(\forall u:x\) is a theorem. (Restriction: [...])

Answer

?

Tags

#artificial-intelligence #geb #goedel-escher-bach #hofstadter #typographical-number-theory

Question

Rule of Generalization: Suppose x is a theorem in which u, a variable, occurs free. Then \(\forall u:x\) is a theorem. (Restriction: [...])

Answer

No generalization is allowed in a fantasy on any variable which appeared free in the fantasy's premise.

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#### Parent (intermediate) annotation

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Rule of Generalization: Suppose x is a theorem in which u, a variable, occurs free. Then \(\forall u:x\) is a theorem. (Restriction: No generalization is allowed in a fantasy on any variable which appeared free in the fantasy's premise.)

#### Original toplevel documents (pdfs)

Rule of Generalization: Suppose x is a theorem in which u, a variable, occurs free. Then \(\forall u:x\) is a theorem. (Restriction: No generalization is allowed in a fantasy on any variable which appeared free in the fantasy's premise.)

- owner: piotr.wasik - (no access) - Douglas Hofstadter "Goedel, Escher, Bach", p218
- owner: naraypv - (no access) - GĂ¶del, Escher, Bach_ An Eternal Golden Braid-Basic Books (1994).pdf, p226

status | not learned | measured difficulty | 37% [default] | last interval [days] | |||
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repetition number in this series | 0 | memorised on | scheduled repetition | ||||

scheduled repetition interval | last repetition or drill |

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