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Message-Id: <201010181227.06877.br1@einfach.org>
Date: Mon, 18 Oct 2010 12:27:06 +0900
From: Bruno Randolf <br1@...fach.org>
To: kevin granade <kevin.granade@...il.com>
Cc: linux-kernel@...r.kernel.org,
Randy Dunlap <randy.dunlap@...cle.com>,
akpm <akpm@...ux-foundation.org>
Subject: Re: [PATCH] Add generic exponentially weighted moving average function
On Fri October 15 2010 22:55:23 kevin granade wrote:
> >> This has a scaled up copy of the moving average, which reduces the
> >> available range for the average to MAX_INT/(AVG_FACTOR*num_samples)
> >> instead of +/- MAX_INT, is that acceptable? Even if it is, shouldn't
> >> it be documented? For example, with num_samples = 10, it will roll
> >> over to a negative value if the average exceeds 214,748. This seems
> >> like a potentially surprising outcome.
> >
> > Yes. I'll document this in the next version of the patch. Or should I use
> > 64bit for the internal representation?
>
> If you don't expect the size or speed impact to be significant, it
> seems like just throwing a bigger number at the problem might be the
> better option. That will move the rollover to MAX_INT/AVG_FACTOR,
> unless you also make AVG_FACTOR 64bit, which will promote all of the
> multiplications to 64bit and provide full MAX_INT range for input and
> output.
Honestly, I don't know about the speed impact of using 64 bit vs. 32 bit.
I do know however, that the averaging function needs to be called quite often,
where I want to use it, so performance could be an issue. And in my case the
values are low enough so rollover is not a problem - but obviously I want to
make this generally useful.
> I couldn't find anything that clearly indicated what the expected
> precaution is in this case. It probably isn't an issue now that I
> understand that samples is intended to remain constant. I initially
> thought samples would scale from 1 - n as you were initially "loading"
> samples into the structure, but now I understand that samples remains
> at n throughout the process.
I will work on the description.
Thanks,
Bruno
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