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XIAO Jian-ming1,2, HUANG Yu-hui2
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Abstract: This paper proves that p≥11, 0≠h0(b1)3∈Ext7,3p2q+qA(H*V(2),Zp) and 0≠(b1)3g0∈Ext8,3p2q+p q+2qA(H*V(2),Zp) in Adams spectral seqenc es converge to the nonzero elements of π*V(2) of p order respectivel y while 0≠h0(b1)3γ3∈Ext10,6p 2q+2pq+2qA(Zp,Zp) and 0≠(b1)3g0γ3∈Ext11,6p2q+3p q+3qA(Zp,Zp) in Adams spectral sequences converge to the nonzero elements of π*S of p order respectively.
Key words: May spectral sequence, Adams spectral sequence, Extgroup of V(2), stable homotopy group of sphere
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XIAO Jian-ming, HUANG Yu-hui. Two New Elements of the Stable Homotopy Group of Spheres h>sub>0(b1)3γ3 and (b1,/sub>)3 g0γ,sub>3[J].J4, 2003, 41(03): 294-298.
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URL: http://xuebao.jlu.edu.cn/lxb/EN/
http://xuebao.jlu.edu.cn/lxb/EN/Y2003/V41/I03/294
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