Has GitHub been down more since its acquisition by Microsoft?
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Re: Has GitHub been down more since its acquisition by Microsoft?
#82Earlier quoted context omitted.
I'm sure these down times are more about infrastructure problems than just database updates and I'm also sure that this infrastructure is a little more complexe than your site.
I'm sure their deployment process is way more complex than mine. I'm also sure that unlike me, they have engineers dedicated to managing the complexity. GitHub is a company that has blogged about how easy they have made deployment and how they deploy many times a day. I don't believe there are any compelling reasons why that ease of deployment shouldn't also extend to re-deploying previous versions of their service,…
My point is that in big complex systems sometimes there is not a straight line between cause end effect. Sometimes there’s just effect and you need to work out the cause.
Re: Has GitHub been down more since its acquisition by Microsoft?
#83Re: Has GitHub been down more since its acquisition by Microsoft?
#84Re: Has GitHub been down more since its acquisition by Microsoft?
#85What I don't get is how they can be down for hours on end. If I make a deploy that turns out to be buggy, I'll roll my site back to a stable previous version within minutes. Sure, that's not always possible if I've made incompatible database schema changes, but in my experience those are very, very rare (i.e. I almost always add db columns, and only rarely delete or rename columns - and when I do, I do so after those…
Re: Has GitHub been down more since its acquisition by Microsoft?
#86Re: Has GitHub been down more since its acquisition by Microsoft?
#87Ironically, Firefox tells me to stay away from your website. Which, I will. update: the website is back and well now from my end.
I can't reproduce, would you mind emailing me a screenshot of this? (I'm the author) colin at any of the domains in my bio.
Re: Has GitHub been down more since its acquisition by Microsoft?
#88Taking the numbers at their face value this is a good exercise in some text book statistical test of hypothesis. Incidents: Before 89. After 126. What is the chance of this happening if the 'rate' of occurrence has not changed ? Assuming an unknown but constant Poisson rate, we get the probability of observing what has been observed to be 0.00225. A fortuitous thing about this test is that one does not need to know w…