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Emile
  • Member for 14 years, 8 months
  • Last seen more than 2 years ago
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Estimating the mean of a truncated gaussian curve
No, the mean actually, sorry :P (edited now)
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Estimating the mean of a truncated gaussian curve
The zeroes are relevant, it's just that I didn't specify the problem properly (I edited the question). Thanks for the terminology "probability distribution with discrete spikes", that's a good way of describing the problem. The problem I described is a special case of that, in that I know my discrete spike is at 0, and its probability is the cumulative probability of the normal distribution up to -m and the remaining continuous distribution is a Truncated normal distribution.
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Estimating the mean of a truncated gaussian curve
Oops, damn, I realized I forgot to add that I generate the data (before truncation) using a distribution with mean m and variance 1. So it's not the variance of the distribution I'm trying to estimate, but the mean. Sorry for the missing information :P
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Estimating the mean of a truncated gaussian curve
+ missing important bit "(with mean *m* and variance 1)"
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Estimating the mean of a truncated gaussian curve
(edit: better formatting); + added some Bayes.
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