On 09/22/2016 08:35 AM, David Rientjes wrote:
> On Thu, 22 Sep 2016, zijun_hu wrote:
>
>> On 2016/9/22 5:21, David Rientjes wrote:
>>> On Wed, 21 Sep 2016, zijun_hu wrote:
>>>
>>>> From: zijun_hu <zijun_hu@xxxxxxx>
>>>>
>>>> correct lazy_max_pages() return value if the number of online
>>>> CPUs is power of 2
>>>>
>>>> Signed-off-by: zijun_hu <zijun_hu@xxxxxxx>
>>>> ---
>>>> mm/vmalloc.c | 4 +++-
>>>> 1 file changed, 3 insertions(+), 1 deletion(-)
>>>>
>>>> diff --git a/mm/vmalloc.c b/mm/vmalloc.c
>>>> index a125ae8..2804224 100644
>>>> --- a/mm/vmalloc.c
>>>> +++ b/mm/vmalloc.c
>>>> @@ -594,7 +594,9 @@ static unsigned long lazy_max_pages(void)
>>>> {
>>>> unsigned int log;
>>>>
>>>> - log = fls(num_online_cpus());
>>>> + log = num_online_cpus();
>>>> + if (log > 1)
>>>> + log = (unsigned int)get_count_order(log);
>>>>
>>>> return log * (32UL * 1024 * 1024 / PAGE_SIZE);
>>>> }
>>>
>>> The implementation of lazy_max_pages() is somewhat arbitrarily defined,
>>> the existing approximation has been around for eight years and
>>> num_online_cpus() isn't intended to be rounded up to the next power of 2.
>>> I'd be inclined to just leave it as it is.
>>>
>> do i understand the intent in current code logic as below ?
>> [8, 15) roundup to 16?
>> [32, 63) roundup to 64?
>>
>
> The intent is as it is implemented; with your change, lazy_max_pages() is
> potentially increased depending on the number of online cpus. This is
> only a heuristic, changing it would need justification on why the new
> value is better. It is opposite to what the comment says: "to be
> conservative and not introduce a big latency on huge systems, so go with
> a less aggressive log scale." NACK to the patch.
>
my change potentially make lazy_max_pages() decreased not increased, i seems
conform with the comment
if the number of online CPUs is not power of 2, both have no any difference
otherwise, my change remain power of 2 value, and the original code rounds up
to next power of 2 value, for instance
my change : (32, 64] -> 64
32 -> 32, 64 -> 64
the original code: [32, 63) -> 64
32 -> 64, 64 -> 128
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