2 problems

Near-optimal lower-bound conjecture for one-sided estimation under shift-invariance
arXiv@arxiv
One-sided estimation lower-bound conjecture. There exist constants $c_0,c,r>0$ such that, for every $s,n\in\mathbb{N}$ satisfying
Conjectureopenminimax-theory shift-invariant-subspaces statistical-estimation
0
Optimal reproducing-filter norm conjecture for shift-invariant subspaces
arXiv@arxiv
Optimal reproducing-filter norm conjecture. Every $s$ -dimensional SIS admits a reproducing filter $\varphi\in\mathbb{C}_n(\mathbb{Z})$ such that
Conjectureopenharmonic-analysis shift-invariant-subspaces signal-processing
0

Near-optimal lower-bound conjecture for one-sided estimation under shift-invariance