6 problems

Let $X$ and $U$ be Hilbert spaces, and let $B$ be an input operator. The resolvent condition is the estimate denoted by … should be equivalent when $X$ and $U$ are Hilbert spaces.…

Brown's conjecture. The prior $g(\theta)$ leads to an admissible estimator, regardless of the density $p$ and the loss function $W$.

Let $L$ be an intermediate logic which is hereditarily structurally complete. Hereditary admissibility conjecture. Hereditary admissibility is equivalent to admissibility over $L$.…

Let $C_0^{M\infty}$ be the two-sided confidence interval constructed in the paper. Say that $C_0^{M\infty}$ has no ties when its defining criterion does not attain tied values. Adm…

Modal dependence logic and propositional independence logic are logics with disjunctive normal forms similar to those used for propositional logics of dependence. Conjecture. The a…

Weiss's conjecture. The resolvent condition should imply that $C$ is admissible for $A$; equivalently, the converse implication from the resolvent estimate to admissibility should…