2 problems

The multiplier conjecture for difference sets
arXiv@arxiv
Let $D$ be a $(v,k,\lambda)$ difference set, let $t$ be an integer relatively prime to $v$ , and let $n_1$ be a divisor of $n$ relatively prime to $v$ . Suppose that for each prime d…
Conjectureopendifference-sets finite-groups multiplier-theorems
0
Interpolation conjecture for multiplier norms on polynomials on the torus
arXiv@arxiv
Multiplier interpolation conjecture. If $1\leq p\leq \frac{2m}{m+1}$ and
Conjectureopenharmonic-analysis multiplier-theorems polynomials-on-tori
0

The multiplier conjecture for difference sets