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Message-ID: <0ff401dad359$08b54b20$1a1fe160$@samsung.com>
Date: Thu, 11 Jul 2024 15:10:31 +0900
From: "Sung-hun Kim" <sfoon.kim@...sung.com>
To: "'Andrew Morton'" <akpm@...ux-foundation.org>
Cc: <linux-mm@...ck.org>, <linux-kernel@...r.kernel.org>,
<sungguk.na@...sung.com>, <sw0312.kim@...sung.com>, <sebuns@...il.com>,
"'Stefan Roesch'" <shr@...kernel.io>, <sfoon.kim@...sung.com>
Subject: RE: [PATCH v2] mm: ksm: Consider the number of ksm_mm_slot in the
general_profit calculation
> > On Thu, 20 Jun 2024 13:39:14 +0900 Sung-hun Kim <sfoon.kim@...sung.com> wrote:
> >
> > > The current version of KSM does not take into account the number of
> > > used ksm_mm_slot. Therefore, when users want to obtain profits of
> > > KSM, KSM omits the memory used for allocating ksm_mm_slots.
> > >
> > > This patch introduces a new variable to keep track of the number of
> > > allocated ksm_mm_slots. By doing so, KSM will be able to provide a
> > > more accurate number of the gains made.
> > >
> >
> > By how much does the improve the accuracy? In other words, how much difference does this make?
> >
>
> I think it makes only small difference. (few kilobytes for hundreds of processes)
>
>
> > > @@ -3672,7 +3680,8 @@ static ssize_t general_profit_show(struct kobject *kobj,
> > > long general_profit;
> > >
> > > general_profit = (ksm_pages_sharing + atomic_long_read(&ksm_zero_pages)) * PAGE_SIZE -
> > > - ksm_rmap_items * sizeof(struct ksm_rmap_item);
> > > + ksm_rmap_items * sizeof(struct ksm_rmap_item) -
> > > + atomic_long_read(&ksm_mm_slots) * sizeof(struct ksm_mm_slot);
> > >
> > > return sysfs_emit(buf, "%ld\n", general_profit);
> >
> > This assumes perfect slab packing, no? Should it use ksize()?
>
> Ah, thanks for your recommendation. It should be fixed.
>
I'm sorry. I found a mistake in my previous mail. I think ksize() does not fit in this context.
ksize() should be used for the allocated object. But the calculation just uses the number of
allocated ksm_mm_slots and sizeof() for the data structure like ksm_rmap_item.
The calculated profit is an approximation of real value because the object does not
be perfectly packed as you said.
Best regards,
Sung-hun Kim
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