A slice shares enough properties with string to make + intuitive.
[a, b, y, z] = [a, b] + [y, z] // make() and copy()
To me the ++ operator (and +=) operator for slices are intuitive too.
[a, b, c, d] = [a, b] ++ [c, d] // append(slice, slice...)
An operator and composite literal combined
On Friday, September 16, 2016 at 11:11:17 AM UTC-6, oyi...@gmail.com wrote:
>
> I have not been able to find an explanation. Does anyone care to explain
> or point to relevant documentation?
>
One data point: I'd expect slice + slice to create a new object, that is, a
new backing array. I'd
The more contextual a PL's semantics is the harder it is to make sense of a
program written in that PL (the inverse is also true, that's why we don't
program lining zeros and ones ) ... The problem with what you are asking is
why yet another special case for slices ? why not one for channels ?
On 17 Sep 2016 12:31 p.m., wrote:
>
> Context enables homonyms in spoken languages and overloaded or
polymorphic notation in mathematics. Types do the same in programming
languages. The rationale for + over join() or cat() for string is equally
applicable to slices.
1+1 give
Context enables homonyms in spoken languages and overloaded or polymorphic
notation in mathematics. Types do the same in programming languages. The
rationale for + over join() or cat() for string is equally applicable to
slices. a ++ b wouldn't be an unreasonable replacement for append(a, b...)
Because Go creators have a strong opinion about what + means. I would argue
the languages that engage into these sort of things especially those who
allow operator overloading are antithetic to Go goals, but that's an
opinion., I didn't create Go, I don't agree with all its design choices but
The thread already shows several alternative interpretations which are
different from that. Go tries to avoid constructions that require careful
specification of that sort. Append already causes enough confusion, but
that's important enough that dropping it would be a loss. + for slices is
only
The semantics of + and append() preclude a "data aliasing" ambiguity.
Consider:
c = a + b
and
c = append(a, b...)
On Friday, September 16, 2016 at 9:14:45 PM UTC+1, Thomas Bushnell, BSG
wrote:
>
> The values of the summation are indeed unambiguous, but the data aliasing
> properties are
The values of the summation are indeed unambiguous, but the data aliasing
properties are not.
On Fri, Sep 16, 2016, 12:58 PM wrote:
> Thank you both.
>
> To Ian: but a slice is not a matrix or a list.
>
> To Axel: append() and copy() compliment indexing and slicing well
Thank you both.
To Ian: but a slice is not a matrix or a list.
To Axel: append() and copy() compliment indexing and slicing well enough.
It would be a shame if ambiguity is indeed the reason. We've accepted 1 + 1
as numeric addition and "a" + "b" as string concatenation. For a slice,
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