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Dec 9 at 10:11 vote accept tiX5eeMo
Dec 9 at 9:22 comment added tiX5eeMo Thank you for your reply. The function mu(x_1,...,x_m) is arbitrary non-negative.
Dec 8 at 19:59 comment added Dillon Davis @tiX5eeMo If mu(x_1,...,x_m) is some arbitrary function, then you'll have no choice but to evaluate it separately 2^m times (each possible x_i assignment). If you can tell us more about mu, we may be able to provide a better solution, but right now you haven't provided enough detail. An example for m=3 would help immensely.
Dec 8 at 19:40 comment added tiX5eeMo I think you are assuming that the distribution mu(x_1,...,x_m) is independent. But the distribution mu(x_1,...,x_m) is not necessarily independent.
Dec 8 at 9:21 history answered Dillon Davis CC BY-SA 4.0