-
object language. The
undefinability theorem is
conventionally attributed to
Alfred Tarski. Gödel also
discovered the
undefinability theorem in 1930, while...
- of
formal systems. They were
followed by Tarski's
undefinability theorem on the
formal undefinability of truth, Church's
proof that Hilbert's Entscheidungsproblem...
-
paradox Diagonal lemma Gödel's
first incompleteness theorem Tarski's
undefinability theorem Halting problem Kleene's
recursion theorem Diagonalization (disambiguation)...
- {\displaystyle {\mathcal {N}}} . The
central result on true
arithmetic is the
undefinability theorem of
Alfred Tarski (1936). It
states that the set Th( N {\displaystyle...
-
Entscheidungsproblem Ordinal definable set Richard's
paradox Tarski's
undefinability theorem Turing, A. M. (1937), "On Com****ble Numbers, with an Application...
- theorem, Turing's
solution to the Entscheidungsproblem, and Tarski's
undefinability theorem. It was
first proven by
William Lawvere in 1969. Lawvere's theorem...
- that N
would be a
complete non
trivial predicate. Q.E.D. From this
undefinability theorem it
immediately follows that
there is no
complete predicate that...
- Look up
definable in Wiktionary, the free dictionary. In
mathematical logic, the word
definable may
refer to: A
definable real
number A
definable set A...
-
women find ****y."
According to
Marjorie Garber, this
quality is "the
undefinable extra something that
makes a star". Dean's
appeal has been attributed...
-
adapted in
various countries. The "X Factor" of the
title refers to the
undefinable "something" that
makes for star quality.
Similar to Got Talent, the franchise...
