Glover–Homer conjecture for real and complex generalized flag manifolds
Let n1,…,nkn_1,\ldots,n_kn1,…,nk be distinct positive integers, let n=n1+⋯+nkn=n_1+\cdots+n_kn=n1+⋯+nk, and for F∈{R,C}\mathbb{F}\in\{\mathbb{R},\mathbb{C}\}F∈{R,C} define … where UR(n)=O(n)U_{\mathbb{R}}(n)=O(n)UR(n)=O(n) and…