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Mixture of bernoullis is the combination of bernoulli distributions, which can be illustrated by the sampling process of K bags of D coins, here is a quick tutorial about it https://cedar.buffalo.edu/~srihari/CSE574/Chap9/Ch9.4-MixturesofBernoulli.pdf Sigmoid functions also give output between 0 and 1, so does it make sense if something called mixture of sigmoids? Is it useful?

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