On the maximum degree and order of $K_t$-minor-free graphs with positive Lin--Lu--Yau curvature

Motivated by recent results on the order of connected graphs with positive Lin--Lu--Yau Ricci curvature under forbidden minor or forbidden subgraph conditions and minimum degree assumptions, we prove that, for every integer $t\ge 5$, every connected graph $G$ with no $K_t$ minor, minimum degree at l