[arch-general] Think twice before moving to systemd
Felipe Contreras
felipe.contreras at gmail.com
Wed Aug 15 13:51:56 EDT 2012
On Wed, Aug 15, 2012 at 6:53 PM, Denis A. Altoé Falqueto
<denisfalqueto at gmail.com> wrote:
> On Wed, Aug 15, 2012 at 3:39 AM, Felipe Contreras
> <felipe.contreras at gmail.com> wrote:
>> On Wed, Aug 15, 2012 at 5:17 AM, Denis A. Altoé Falqueto
>> <denisfalqueto at gmail.com> wrote:
>>> On Tue, Aug 14, 2012 at 10:35 PM, Felipe Contreras
>>> <felipe.contreras at gmail.com> wrote:
>>>> Hi,
>>>>
>>>> I'm sure in due time systemd will be ready, and will have nice
>>>> advantages, but I doubt that's the case right now. Has anybody looked
>>>> into the CONFIG_HZ issue? I doubt that.
>>>
>>> Arch's stock kernel:
>>>
>>> $ zgrep CONFIG_HZ /proc/config.gz
>>> # CONFIG_HZ_100 is not set
>>> # CONFIG_HZ_250 is not set
>>> CONFIG_HZ_300=y
>>> # CONFIG_HZ_1000 is not set
>>> CONFIG_HZ=300
>>>
>>> Systemd is working fine enough. A counter example shoud invalidate
>>> your argument that CONFIG_HZ is the culprit.
>>
>> That doesn't prove anything, your machine is not my machine.
>
> And you dare to call for scientific process? Your arguments are
> general and your test universe is your machine? Oh, please.
When you make a claim such as "this change won't introduce any
regressions" the evidence of "it works in my machine" isn't *proof* of
any kind. If you have worked in any serious project you would know
that (as many changes work on particular machines, and break in
others). And if you know anything of the scientific process you would
also know that "it works in my machine" isn't *proof* of any kind; my
machine detects neutrinos travel faster than light, is that proof of
anything? No. And this goes back to basics of rationality: you can't
prove a negative, so it doesn't matter how many data-points of
something not happening you have, and all you need is a positive
data-point to show that something does indeed exist (or at least it's
as likely as the possibility of that data-point being in fact true).
I'm not going to explain this again. Either you get it or you don't.
Cheers.
--
Felipe Contreras
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