This has come up before, so I'll post my standard reply.
Quote:
Originally Posted by whosnext
Here is a reply to a similar previous post:
Let Pi be the prob of winning the ith all-in.
Then the expected number of all-ins you should win is the Sum{Pi}.
And the standard deviation of the number of all-ins you should win is the Sqrt[Sum{(Pi)*(1-Pi)}].
From this you can determine how many standard deviations your actual number of all-in wins is above/below the expected number.
When tallying your actual wins, treat each split as half a win.
So I recommend:
1. Import your HU AIPF hands into a spreadsheet
2. Enter the equities from a poker equity website (if they are not already in your database)
3. Perform the above calculations for Expected Number of Wins and Standard Deviation of Wins
4. Tally your actual number of wins (consider a split-pot to to 0.5)
5. Calculate how many standard deviations your actual wins are different from the expected number of wins
6. Convert this to a "probability" using statistical tables/website (this step is not absolutely necessary)
7. Post the results in this thread.
Let us know if you have any questions.