4. map equality: Two maps, f and g, are equal if and only if they have the same domain and their application
on every domain element is identical. This can be expressed formally as:
f = g ⇔
domf = domg ∧∀x ∈domg · f (x) = g(x)
Given these operations, the characteristic of any map f can be summed up by the logic condition:
∀a, b ∈domf · a = b ⇒f (a) = f (b)
There are more operations associated with the map type, notably map comprehension which is similar
in operation to the set comprehension technique.
20.4.3 A Small Example
This example shows the standard mergesort algorithm, well known from ...
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