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Diagonal argument

A diagonal argument, in mathematics, is a technique employed in the proofs of the following theorems:

Its category-theoretical general formulation is given by Lawvere's fixed-point theorem.

See also edit

diagonal, argument, diagonal, argument, mathematics, technique, employed, proofs, following, theorems, cantor, diagonal, argument, earliest, cantor, theorem, russell, paradox, diagonal, lemma, gödel, first, incompleteness, theorem, tarski, undefinability, theo. A diagonal argument in mathematics is a technique employed in the proofs of the following theorems Cantor s diagonal argument the earliest Cantor s theorem Russell s paradox Diagonal lemma Godel s first incompleteness theorem Tarski s undefinability theorem Halting problem Kleene s recursion theorem Its category theoretical general formulation is given by Lawvere s fixed point theorem See also editDiagonalization disambiguation nbsp This disambiguation page lists mathematics articles associated with the same title If an internal link led you here you may wish to change the link to point directly to the intended article Retrieved from https en wikipedia org w index php title Diagonal argument amp oldid 1201433571, wikipedia, wiki, book, books, library,

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