3 problems

Kløve's generalized conjecture. For every positive integer $d$,

Variant I monotonicity conjecture. If $J>1$, then the optimal $n_i$ for Variant I CPCs increase monotonically with $i\in\mathcal{S}_1$ and decrease monotonically with…

Monotonicity conjecture. If $J>1$ and $E[\eta_\ell]$ is convex in $\ell$, then the optimal multiplicities $n_i$ for Variant II CPCs increase monotonically with $i$.