-
numberings include Gödel
numberings in first-order logic, the
description numbers that
arise from
universal Turing machines and
admissible numberings...
-
admissible numberings are
enumerations (
numberings) of the set of
partial com****ble
functions that can be
converted to and from the
standard numbering. These...
- A
number is a
mathematical object used to count, measure, and label. The most
basic examples are the
natural numbers 1, 2, 3, 4, and so forth. Numbers...
-
consistently throughout this article. It
should not be
confused with the
numberings given in
other versions,
which changed frequently depending on the particular...
- the
enumeration (Vereščagin and Shen 2003:30). The
existence of such
numberings was
established by
Richard M.
Friedberg in 1958 (Cutland 1980:78). Nigel...
- In com****bility
theory complete numberings are
generalizations of Gödel
numbering first introduced by A.I. Mal'tsev in 1963. They are
studied because...
- on the
input x.
Numberings can be partial-com****ble
although some of its
members are
total com****ble functions.
Admissible numberings are
those into...
-
number (7 × 11 × 13),
pentagonal number,
pentatope number,
palindromic number 1002 =
sphenic number,
Mertens function zero,
abundant number,
number of...
- the
natural number following 599 and
preceding 601. Six
hundred is a
composite number, an
abundant number, a
pronic number, a
Harshad number and a largely...
- 700 (seven hundred) is the
natural number following 699 and
preceding 701. It is the sum of four
consecutive primes (167 + 173 + 179 + 181), the perimeter...
