TLDR: Usually you start with num_interesting_event / total_measurements
This biases the result toward 0 or 1. Instead, you can bias toward .5 if you know that both sides of a binary outcome are possible:
( num_interesting_event + 1 ) / ( total_measurements + 2)
At 0 measurements, your probability is .5 based on the rule of succession instead of 0, 1, or undefined. Further measurements effectively iterate on this initial fair guess.
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[ 5.1 ms ] story [ 60.9 ms ] threadThis biases the result toward 0 or 1. Instead, you can bias toward .5 if you know that both sides of a binary outcome are possible: ( num_interesting_event + 1 ) / ( total_measurements + 2)
At 0 measurements, your probability is .5 based on the rule of succession instead of 0, 1, or undefined. Further measurements effectively iterate on this initial fair guess.