The negative-invariant conjecture for nearly Gorenstein normal graded rings
Negative-invariant conjecture. If char(k)=0\operatorname{char}(k)=0char(k)=0 and b(R)<0b(R)<0b(R)<0, then RRR is of strongly F-regular type. If, moreover, RRR is Q\mathbb QQ-Gorenstein, meaning that…