Re: Arrays of variable length
From: Måns Rullgård
Date: Thu Mar 09 2017 - 09:17:42 EST
Tomas Winkler <tomasw@xxxxxxxxx> writes:
> On Thu, Mar 9, 2017 at 3:02 PM, Måns Rullgård <mans@xxxxxxxxx> wrote:
>> Tomas Winkler <tomasw@xxxxxxxxx> writes:
>>
>>> On Mon, Mar 6, 2017 at 2:31 AM, Måns Rullgård <mans@xxxxxxxxx> wrote:
>>>> Henrique de Moraes Holschuh <hmh@xxxxxxxxxx> writes:
>>>>
>>>>> On Sun, 05 Mar 2017, Måns Rullgård wrote:
>>>>>> Tomas Winkler <tomasw@xxxxxxxxx> writes:
>>>>>> > Sparse complains for arrays declared with variable length
>>>>>> >
>>>>>> > 'warning: Variable length array is used'
>>>>>> >
>>>>>> > Prior to c99 this was not allowed but lgcc (c99) doesn't have problem
>>>>>> > with that https://gcc.gnu.org/onlinedocs/gcc/Variable-Length.html.
>>>>>> > And also Linux kernel compilation with W=1 doesn't complain.
>>>>>> >
>>>>>> > Since sparse is used extensively would like to ask what is the correct
>>>>>> > usage of arrays of variable length
>>>>>> > within Linux Kernel.
>>>>>>
>>>>>> Variable-length arrays are a very bad idea. Don't use them, ever.
>>>>>> If the size has a sane upper bound, just use that value statically.
>>>>>> Otherwise, you have a stack overflow waiting to happen and should be
>>>>>> using some kind of dynamic allocation instead.
>>>>>>
>>>>>> Furthermore, use of VLAs generally results in less efficient code. For
>>>>>> instance, it forces gcc to waste a register for the frame pointer, and
>>>>>> it often prevents inlining.
>>>>>
>>>>> Well, if we're going to forbid VLAs in the kernel, IMHO the kernel build
>>>>> system should call gcc with -Werror=vla to get that point across early,
>>>>> and flush out any offenders.
>>>>
>>>> If it were up to me, that's exactly what I'd do.
>>>
>>>>
>>> Some parts of the kernel depends on VLA such as ___ON_STACK macros in
>>> include/crypto/hash.h
>>> It's actually pretty neat implementation, maybe it's too harsh to
>>> disable VLA completely.
>>
>> And what happens if the requested size is insane?
>
> One option is to add '-Wvla-larger-than=n'
If you know the upper bound, why use VLAs in the first place?
--
Måns Rullgård