2 problems

Rank conjecture for the Fisher information matrix of the Poisson canonical polyadic model
Fisher information rank conjecture. The rank is
openFrom papersfisher-information identifiability tensor-models
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8
Uniform short-time Fisher-information bound for regularized Stein variational flows
Let $\rho_0\in\mathcal{P}_V$ , let $S_r$ be the stated class of flows, and for $u\in S_r$ define the pushforward measure $\rho_t=u(t,\cdot)_{\#}\rho_0$ . For $u$ -regularized Stein F…
solvedFrom papersfisher-information gradient-flows stein-variational-gradient-flow
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8

Rank conjecture for the Fisher information matrix of the Poisson canonical polyadic model