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New Families in the Stable Homotopy of Spheres Revisited 被引量:12
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作者 LIN Jin Kun Department of Mathematics. Nankai University. Tianjin 300071. P. R. China 《Acta Mathematica Sinica,English Series》 SCIE CSCD 2002年第1期95-106,共12页
This paper constructs a new family in the stable homotopy of spheres π_(t-)S represented by h_ngoY_3 ∈E_2~6(,t) in the Adams spctral sequence which revisits the b_(n-1goY3)-elements ∈π_(-7)S con- structced in[3]. ... This paper constructs a new family in the stable homotopy of spheres π_(t-)S represented by h_ngoY_3 ∈E_2~6(,t) in the Adams spctral sequence which revisits the b_(n-1goY3)-elements ∈π_(-7)S con- structced in[3]. where t=2p^(11)(p-1)+6(p^2+p+1)(p-1)and p≥7 is a prime. 11≥4 展开更多
关键词 Stable homotopy of spheres adams spectral sequence Toda-Smith spectrum adams resolution
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