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Philosophy 416: Modal Logic Winter, 2004 Notes on Autoepistemic Logic Version of: April 29, 2004 1. Sources  (Make Corrections)  
These notes are primarily based on [Moore, 1985]. 2. Language, valuations...



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Abstract: tion 8. # is a stable expansion of # i#: # = Cl b ({A/ ##Bel(#)#DisBel(#)}). 4. Some Theorems Definition 9. A formula A is in modal conjunctive normal form (MCNF) if A and every B such that B is a subformula of A have the form A 1 . . . A n , where each A i has the form B 1 . . . # Bm , and each B i is either an atom, the negation of an atom, a necessity C, or the negation C of a necessity formula. (This is like boolean conjunctive normal form, but with necessity formulas treated as ... (Update)

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BibTeX entry:   (Update)

@misc{ are-philosophy,
  author = "These Notes Are",
  title = "Philosophy 416: Modal Logic Winter, 2004 Notes on Autoepistemic Logic Version
    of: April 29, 2004 1. Sources",
  url = "citeseer.ist.psu.edu/668627.html" }
Citations (may not include all citations):
311   Semantical considerations on nonmonotonic logic (context) - Moore - 1985

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