I know that pointer arithmetic is disallowed for null pointers. But imagine I have something like this:
class MyArray {
int *arrayBegin; // pointer to the first array item, NULL for an empty array
unsigned arraySize; // size of the array, zero for an empty array
public:
int *begin() const { return arrayBegin; }
int *end() const { return arrayBegin + arraySize; } // possible? (arrayBegin may be null)
Is it possible (allowed) to have the above end() implementation? Or is it necessary to have:
int *end() const { return (arraySize == 0) ? nullptr : (arrayBegin + arraySize); }
to avoid pointer arithmetic with nullptr because arrayBegin is null for an empty array (despite arraySize also being zero in this case)?
I know it's possible to store int *end; instead of unsigned size; and let size be computed as end-begin - but then comes the same issue: Is it allowed to compute nullptr - nullptr?
I would especially appreciate standard references.
Yes, you can add zero to the null pointer and subtract one null pointer from another. Quoting Additive operators [expr.add] section of the C++ standard:
When an expression
Jthat has integral type is added to or subtracted from an expressionPof pointer type, the result has the type ofP.
- If
Pevaluates to a null pointer value andJevaluates to 0, the result is a null pointer value.
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