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1. The Free On-line Dictionary of Computing (30 December 2018) |
Church integer
A representation of integers as functions invented by
Alonzo Church, inventor of lambda-calculus. The integer N
is represented as a higher-order function which applies a
given function N times to a given expression. In the pure
lambda-calculus there are no constants but numbers can be
represented by Church integers.
A Haskell function to return a given Church integer could be
written:
church n = c
where
c f x = if n == 0 then x else c' f (f x)
where
c' = church (n-1)
A function to turn a Church integer into an ordinary integer:
unchurch c = c (+1) 0
See also von Neumann integer.
(1994-11-29)
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Common Misspellings > |
Church integer hChurch integer hCurch integer ChCurch integer hurch integer CChurch integer Cuhrch integer Chuhrch integer Curch integer Chhurch integer Chruch integer Churuch integer Chrch integer Chuurch integer Chucrh integer Churcrh integer Chuch integer Churrch integer Churhc integer Churchc integer Churh integer Churcch integer Churc hinteger Church hinteger Churc integer Churchh integer Churchi nteger Church i nteger Churchinteger Church integer Church niteger Church initeger Church nteger Church iinteger Church itneger Church intneger Church iteger Church innteger Church inetger Church intetger Church ineger Church intteger Church intgeer Church integeer Church intger Church inteeger Church inteegr Church integegr Church inteer Church integger Church integre Church integere Church integr Church integeer Church integrer Church intege Church integerr shurch integer cshurch integer schurch integer dhurch integer cdhurch integer dchurch integer fhurch integer cfhurch integer 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Define is usually not misspelled. 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