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on newUUID()
asPrelude.applescript
current application's NSUUID's UUID's UUIDString as string
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end newUUID
asPrelude.applescript
on |not|(p)
asPrelude.applescript
not p
asPrelude.applescript
end |not|
asPrelude.applescript
on notElem(x, xs)
asPrelude.applescript
xs does not contain x
asPrelude.applescript
end notElem
asPrelude.applescript
on nub(xs)
asPrelude.applescript
valueForKeyPath:"@distinctUnionOfObjects.self") as list
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end nub
asPrelude.applescript
on nubBy(f, xs)
asPrelude.applescript
set g to mReturn(f)'s |λ|
asPrelude.applescript
script notEq
asPrelude.applescript
property fEq : g
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on |λ|(a)
asPrelude.applescript
not fEq(a, b)
asPrelude.applescript
on |λ|(xs)
asPrelude.applescript
if (length of xs) > 1 then
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set x to item 1 of xs
asPrelude.applescript
{x} & go's |λ|(filter(notEq's |λ|(x), items 2 thru -1 of xs))
asPrelude.applescript
go's |λ|(xs)
asPrelude.applescript
end nubBy
asPrelude.applescript
on odd(x)
asPrelude.applescript
not even(x)
asPrelude.applescript
end odd
asPrelude.applescript
on |on|(f, g)
asPrelude.applescript
tell mReturn(g) to set {va, vb} to {|λ|(a), |λ|(b)}
asPrelude.applescript
tell mReturn(f) to |λ|(va, vb)
asPrelude.applescript
end |on|
asPrelude.applescript
on |or|(ps)
asPrelude.applescript
repeat with p in ps
asPrelude.applescript
if p then return true
asPrelude.applescript
end |or|
asPrelude.applescript
on ord(c)
asPrelude.applescript
id of c
asPrelude.applescript
end ord
asPrelude.applescript
on ordering()
asPrelude.applescript
enumFromPairs("Ordering", {{"LT", -1}, {"EQ", 0}, {"GT", 1}})
asPrelude.applescript
end ordering
asPrelude.applescript
on outdented(s)
asPrelude.applescript
set xs to |lines|(s)
asPrelude.applescript
script dent
asPrelude.applescript
id of c = 32
asPrelude.applescript
length of takeWhile(isSpace, x)
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set n to |λ|(minimumBy(comparing(dent), xs)) of dent
asPrelude.applescript
if n < 1 then
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s
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unlines(map(|λ|(n) of curry(drop), xs))
asPrelude.applescript
end outdented
asPrelude.applescript
on partition(f, xs)
asPrelude.applescript
set zs to {}
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if |λ|(v) then
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set end of ys to v
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set end of zs to v
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Tuple(ys, zs)
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end partition
asPrelude.applescript
on partitionEithers(xs)
asPrelude.applescript
if isRight(x) then
asPrelude.applescript
set end of zs to x
asPrelude.applescript
set end of ys to x
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end partitionEithers
asPrelude.applescript
on permutations(xs)
asPrelude.applescript
on |λ|(x, a)
asPrelude.applescript
on |λ|(ys)
asPrelude.applescript
script infix
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on |λ|(n)
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if ys ≠ {} then
asPrelude.applescript
take(n, ys) & x & drop(n, ys)
asPrelude.applescript
{x}
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map(infix, enumFromTo(0, (length of ys)))
asPrelude.applescript
concatMap(result, a)
asPrelude.applescript
foldr(go, {{}}, xs)
asPrelude.applescript
end permutations
asPrelude.applescript
on permutationsWithRepetition(n, xs)
asPrelude.applescript
if 0 < length of xs then
asPrelude.applescript
foldl1(curry(my cartesianProduct)'s |λ|(xs), replicate(n, xs))
asPrelude.applescript
end permutationsWithRepetition
asPrelude.applescript
on |pi|()
asPrelude.applescript
pi
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end |pi|
asPrelude.applescript
on plus(a, b)
asPrelude.applescript
end plus
asPrelude.applescript
on postorder(node)
asPrelude.applescript
on |λ|(xs, x)
asPrelude.applescript
foldl(go, xs, nest of x) & {root of x}
asPrelude.applescript
go's |λ|({}, node)
asPrelude.applescript
end postorder
asPrelude.applescript
on pred(x)
asPrelude.applescript
if isChar(x) then
asPrelude.applescript
chr(ord(x) - 1)
asPrelude.applescript
(-1) + x
asPrelude.applescript
end pred
asPrelude.applescript
on predMay(x)
asPrelude.applescript
if x is minBound(x) then
asPrelude.applescript
Just(toEnum(x)'s |λ|(fromEnum(x) - 1))
asPrelude.applescript
end predMay
asPrelude.applescript
on print (x)
asPrelude.applescript
log x
asPrelude.applescript