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Average luck in a match

Posted By: Steven E. Carey
Date: Friday, 1 June 2018, at 12:48 a.m.

In Response To: Average luck in a match (Bob Koca)

Thank you for the correction. The arithmetic mean (average) that I have calculated is a single number. As to the question of the bell curve, I admit that I assumed this distribution of luck as XG measures it would have to follow such a curve. What other curves are possible? I'm not a statistician so I'm curious.

Messages In This Thread

• Average luck in a match
  Steven E. Carey -- Thursday, 31 May 2018, at 10:00 p.m.
  • Average luck in a match
    Bob Koca -- Thursday, 31 May 2018, at 10:50 p.m.
    • Average luck in a match
      Steven E. Carey -- Thursday, 31 May 2018, at 11:28 p.m.
      • Average luck in a match
        Florin Popa -- Thursday, 31 May 2018, at 11:49 p.m.
        • Average luck in a match
          Steven E. Carey -- Friday, 1 June 2018, at 12:36 a.m.
          • Average luck in a match
            Bob Koca -- Friday, 1 June 2018, at 12:41 a.m.
            • Average luck in a match
              Steven E. Carey -- Friday, 1 June 2018, at 12:48 a.m.
              • Average luck in a match (the answer)
                Steven E. Carey -- Monday, 4 June 2018, at 2:40 p.m.
                • Average luck in a match (the answer)
                  Florin Popa -- Monday, 4 June 2018, at 11:22 p.m.
          • Average luck in a match
            Florin Popa -- Friday, 1 June 2018, at 1:03 a.m.
  • Average luck in a match
    Michael -- Friday, 1 June 2018, at 5:04 p.m.
    • Average luck in a match
      Michael -- Friday, 1 June 2018, at 5:09 p.m.