主要通过Massey乘积与Toda乘积之间在一定条件下存在的收敛关系,以及ExtA*·*(H*V(1),Zp)中的某些永久循环且收敛到π*V(1)中的元素,得出了π*V(1)中的一组非零乘积关系式i1i0(ξ)·i1j1βi1i0=(β′)pα″βi1i0≠0,其中p≥7.
Through the convergent relation between Massey products in the Adams spectral sequence and Toda brackets in homotopy, and some convergent elements in ExtA*·*(H*V(1),Zp). The relation i1i0(ξ)·i1j1βi1i0=(β′)pα″βi1i0≠0 (where p≥7)in π*V(1) is obtained.