5 problems

Consider the logistic regression problem with loss … where $\kappa,\mu>0$, and let $\pi(w)$ and $\gamma(w)$ be polynomial representations fitted to satisfy the dynamical feedback e…

Universal local stability conjecture. This assumption is always verified, or at least the weaker assumption that the equilibrium is locally asymptotically stable is always verified…

Stabilization-cost divergence conjecture. Even without knowing the exact value of $C_r(\lambda)$, the optimal value of $C_r(\lambda)$, at least among costs obeying the feedback law…

Exponential stabilization conjecture. The first controller almost surely exponentially stabilizes $(\rho_t,\hat{\rho}_t)$ to $(\boldsymbol\rho_{\bar n},\boldsymbol\rho_{\bar n})$ w…

Controller-dimension conjecture. In the $d$-dimensional case, $d\in\{2,3\}$, it should be enough to take a number $M$ of internal controls proportional to