On Slicing Optimality for Mutual Information Ammar Fayad
–Neural Information Processing Systems
P and Q, respectively, is tight in P (X Y). Hero, 2004; Ghourchian et al., 2017), we present the outline of our argument into three steps: K P (X) is tight iff the closure of K is sequentially compact in P ( X) with respect to the weak convergence. Remark 1. W e could proceed differently by imposing stronger assumptions using the following W e briefly discuss the outline of the proof for the sake of completeness. (Loeve, 2017). The argument here depends on two important facts: 1.
Neural Information Processing Systems
Feb-14-2026, 13:29:19 GMT
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