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@markus99@lemmy.world to Linux Gaming@lemmy.worldEnglish • 1 year ago

Linux hits 4% on the desktop 🐧📈

gs.statcounter.com

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  • cross-posted to:
  • linux@programming.dev
  • technology@lemmy.world
  • technology@lemmy.ml
  • linux_gaming@lemmy.world
  • linux_gaming@lemmy.ml
  • linux@lemmy.ml
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Linux hits 4% on the desktop 🐧📈

gs.statcounter.com

@markus99@lemmy.world to Linux Gaming@lemmy.worldEnglish • 1 year ago
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116
fedilink
  • cross-posted to:
  • linux@programming.dev
  • technology@lemmy.world
  • technology@lemmy.ml
  • linux_gaming@lemmy.world
  • linux_gaming@lemmy.ml
  • linux@lemmy.ml
  • linux@lemmy.ml
  • linux@lemmy.ml
  • linux_gaming@lemmy.ml
Desktop Operating System Market Share Worldwide | Statcounter Global Stats
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This graph shows the market share of desktop operating systems worldwide based on over 5 billion monthly page views.
  • @ColeSloth@discuss.tchncs.de
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    10•1 year ago

    The math chec…wait, no. That math doesn’t check out at all.

    • @Hupf@feddit.de
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      12•1 year ago

      It is an older math, Sir. I was going to let them pass.

    • @agent_flounder@lemmy.world
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      2•1 year ago

      Naw, it just means everyone will have two Linux computers!

      • @A_Random_Idiot@lemmy.world
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        4•1 year ago

        I mean, I currently have 3 linux computers… sooooo…

    • @TropicalDingdong@lemmy.world
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      2•
      edit-2
      1 year ago

      Ok, fine, I’ll do the actual curve fitting instead of just estimating.

      Eyeballing it, were saying 1% in 2013, 2% in 2021, 3% in 2023?

      Gives us a fit of…

      0.873 * exp(0.118 * x)

      So…

      Correct the equation and solve for x

      x_target = np.log(200 / a) / b

      Calculate the actual year

      year_target = 2013 + x_target

      print(year_target)

      In ~2058 everyone will be using two linux desktops at once.

      • @ColeSloth@discuss.tchncs.de
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        2•1 year ago

        If you don’t think of the increase in speed of new users as continuing to increase exponentially.

        • @TropicalDingdong@lemmy.world
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          2•1 year ago

          Isn’t that the point of the exponent in the exponential function?

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