球面稳定同伦群的两个新元素h0（b1）^3γ3和（b1）^3g0γ3

Two New Elements of the Stable Homotopy Group of Spheres h0(b1)3γ3 and (b1)3g0γ3

证明了在p≥11时,0≠h0(b1)3∈Ext7,3p2q+qA(H*V(2),Zp)和0≠(b1)3h0∈Ext8,3p2q+pq+2qA(H*V(2),Zp)在Adams谱序列中分别收敛到π*V(2)的非零元,0≠h0(b1)3γ3∈Ext10,6p2q+2pq+2qA(Zp,Zp)和0≠(b1)3g0γ3∈Ext11,6p2q+3pq+3qA(Zp,Zp)在Adams谱序列中分别收敛到π*S的非零元.

This paper proves that in Adams spectral seqences converge to the nonzero elements of order respectively while in Adams spectral sequences converge to the nonzero elements of  order respectively.