INT和INTEGER有什么区别？

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Int is the type of machine integers, with guaranteed range at least -2²⁹ to 2²⁹ - 1, while Integer is arbitrary precision integers, with range as large as you have memory for.

https://mail.haskell.org/pipermail/haskell-cafe/2005-May/009906.html

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最佳答案

"Integer" is an arbitrary precision type: it will hold any number no matter how big, up to the limit of your machine's memory…. This means you never have arithmetic overflows. On the other hand it also means your arithmetic is relatively slow. Lisp users may recognise the "bignum" type here.

"Int" is the more common 32 or 64 bit integer. Implementations vary, although it is guaranteed to be at least 30 bits.

Source: The Haskell Wikibook. Also, you may find the Numbers section of A Gentle Introduction to Haskell useful.

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Int is the C int, which means its values range from -2147483647 to 2147483647, while an Integer range from the whole Z set, that means, it can be arbitrarily large.

$ ghci
Prelude> (12345678901234567890 :: Integer, 12345678901234567890 :: Int)
(12345678901234567890,-350287150)

Notice the value of the Int literal.

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The Prelude defines only the most basic numeric types: fixed sized integers (Int), arbitrary precision integers (Integer), ...

...

The finite-precision integer type Int covers at least the range [ - 2^29, 2^29 - 1].

from the Haskell report: http://www.haskell.org/onlinereport/basic.html#numbers

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Int is Bounded, which means that you can use minBound and maxBound to find out the limits, which are implementation-dependent but guaranteed to hold at least [-2²⁹ .. 2²⁹-1].

For example:

Prelude> (minBound, maxBound) :: (Int, Int)
(-9223372036854775808,9223372036854775807)

However, Integer is arbitrary precision, and not Bounded.

Prelude> (minBound, maxBound) :: (Integer, Integer)


<interactive>:3:2:
No instance for (Bounded Integer) arising from a use of `minBound'
Possible fix: add an instance declaration for (Bounded Integer)
In the expression: minBound
In the expression: (minBound, maxBound) :: (Integer, Integer)
In an equation for `it':
it = (minBound, maxBound) :: (Integer, Integer)

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An Integer is implemented as an Int# until it gets larger than the maximum value an Int# can store. At that point, it's a GMP number.