Yep, that totally makes sense!  I think I would go this path if Vertex was 
declared in a third-party package that I can't alter.

On Monday, August 28, 2017 at 4:17:41 PM UTC+2, Egon wrote:
>
> Oh, forgot one obvious solution, store/check all the combinations of the 
> triangle in the map :D
>
> https://play.golang.org/p/Rqn8LLI4li
> https://play.golang.org/p/0TY_Bcugw8
>
> On Monday, 28 August 2017 16:58:07 UTC+3, Val wrote:
>>
>> @Jakob  sorry what I wrote was confusing, I meant : vertices have strong 
>> identity (same pointer), and triangles are just keys for the map so they 
>> need to be very stable.  A triangle pointer wouldn't solve the case. When I 
>> encounter 3 vertex pointers A, B, C, then I need a "key" to determine if 
>> triangle ABC (or CAB, etc.) is already in the map.
>>
>> @Axel indeed I had not taken into account that the GC may "change the 
>> pointers, while preserving ==" so basically yes ordering pointers looks 
>> unreliable.
>>
>> @Kulti checking equality of triangles by checking combinations of vertex 
>> equality would be interesting but it would make the program really super 
>> slow: instead of a O(1) map lookup, each existence check would cost O(n) to 
>> traverse all the existing triangles, which is too slow because we have 1M+ 
>> triangles. This is because we can't use Triangle as a map key when equality 
>> is computed by a func instead of ==.
>>
>> @Egon those are nice workarounds, thanks.  X,Y,Z are weak, they change 
>> all the time.
>>
>> I will try to minimize code clutter, minimize memory and cpu overhead, 
>> maximize safety and readability.  So I think the best tradeoff so far is to 
>> add a field Vertex.ID, because I have the chance to do it, though it does 
>> clutter a little a fundamental data structure of the whole program.
>> Thank you all for insights!
>>
>> On Monday, August 28, 2017 at 3:20:39 PM UTC+2, Axel Wagner wrote:
>>>
>>> FTR, I don't think ordering by pointer (no matter whether using unsafe 
>>> or not) is reliable and safe. The GC is free to move data around at any 
>>> point, including during your sort.
>>> I don't think there are a lot of ways around that. You could basically 
>>> build your own allocator and add a way for it to return a reliable id. e.g. 
>>> it allocates a []Vertex and the id is the index of the vertex in that 
>>> slice. You can calculate it using unsafe by (roughly. No guarantees here. 
>>> Unsafe is subtle)
>>>
>>> func ID(v *Vertex) int {
>>>     i := int(uintptr(unsafe.Pointer(v))) - 
>>> int(uintptr(unsafe.Pointer(&Vertex[0])))
>>>     if i < 0 || i > len(pool) {
>>>         panic("not pool-allocated")
>>>     }
>>>     return i
>>> }
>>>
>>> (not that you need to take care to do both conversions in the same 
>>> expression, to satisfy the unsafe.Pointer 
>>> <https://godoc.org/unsafe#Pointer> rules).
>>>
>>> Apart from that, Egon gave a couple of good suggestions :)
>>>
>>> On Mon, Aug 28, 2017 at 3:02 PM, Jakob Borg <ja...@kastelo.net> wrote:
>>>
>>>> In that case, maybe use *Triangle pointers instead of Triangle values, 
>>>> and let that address be the identity for map purposes? Then the Vertex 
>>>> order etc doesn't matter any more.
>>>>
>>>> //jb
>>>>
>>>> > On 28 Aug 2017, at 14:03, Val <dele...@gmail.com> wrote:
>>>> >
>>>> > That's actually a clever idea, I had not thought of that when 
>>>> dismissing the vertex struct inspection. Thanks!
>>>> >
>>>> > But it turns out that X,Y,Z will change often during my program 
>>>> execution: vertices move, but their identity (and the triangles identity) 
>>>> must be strongly preserved.
>>>> >
>>>> > On Monday, August 28, 2017 at 1:42:35 PM UTC+2, Jakob Borg wrote:
>>>> > On 28 Aug 2017, at 13:13, Val <dele...@gmail.com> wrote:
>>>> > >
>>>> > > To achieve this, I consider normalizing the triplet so that all 
>>>> keys of the map verify
>>>> > >   A < B < C
>>>> > > for some arbitrary definition of < .  This ensures that I can 
>>>> detect any Triangle already present as key in the map, regardless the 
>>>> order 
>>>> of its Vertex pointers.
>>>> >
>>>> > Can't you sort the Vertex slice by their X,Y,Z position? (You're then 
>>>> not relying on the coordinates for identity, only for order. This breaks 
>>>> for triangles that are actually lines or points, which may or may not be 
>>>> an 
>>>> issue and can be handled separately...)
>>>> >
>>>> > //jb
>>>> >
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>>>
>>>

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