Logic — math, philosophy & computational aspects

logic, math, philosophy, math games, math help, mathematical logic, philosophy of education, math facts

Q: Refer. on undecidable problems

Hi,

i want to have a collection (as broad as possible) of undecidable problems.
As there exists no Garey/Johnson for these problems, i would be very glad for
any hints to references (as recent as possible, understandable for
undergraduate students with a good backgound).

Thanks, bye, Uli

Comment (1)




One Response to “Q: Refer. on undecidable problems”

  1. admin says:

    >i want to have a collection (as broad as possible) of undecidable problems.
    >As there exists no Garey/Johnson for these problems, i would be very glad for
    >any hints to references (as recent as possible, understandable for
    >undergraduate students with a good backgound).

    You might start with Martin Davis’s article, Unsolvable Problems, in the
    Handbook of Mathematical Logic, plus the references given there.

    –Herb Enderton
      h…@math.ucla.edu

Place your comment

You must be logged in to post a comment.