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rhdunntoday at 11:59 AM1 replyview on HN

The comment in parenthesis mentions "they're not derived from a probability space" [1]. I don't know about probability spaces nor softmax to know what part of a probability space this is missing compared to other probability distributions, nor how other probability distributions satisfy probability spaces.

[1] https://en.wikipedia.org/wiki/Probability_space


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ghkbrewtoday at 1:22 PM

Sounds like they're saying that since the distribution doesn't come from measuring or calculating the probability of something, it has the form of a probability distribution but isn't really one. Like saying 5 feet is a height that a person can have, but since I just made up that number it's not actually a person's height.

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