Jacobsson's conjecture on the lower grading of Gottlieb elements
Let XXX be a formal space with bigraded Sullivan minimal model (∧V,d)(\land V,d)(∧V,d), where … and the differential satisfies d(V0)=0d(V_0)=0d(V0)=0 and d(Vi)⊆(∧V)i−1d(V_i)\subseteq (\land V)_{i-1}d(Vi)⊆(∧V)i−1 for i≥1i\geq 1i≥1.…