Title of article :
On the odd-primary Adams 2-line elements
Author/Authors :
Minami، نويسنده , , Norihiko، نويسنده ,
Issue Information :
دوماهنامه با شماره پیاپی سال 2000
Abstract :
A couple of results on the odd-primary Adams 2-line elements are recorded here:
the odd-primary Kervaire invariant one element θj∈πsqpj+1−2(S0) is shown not to factor through the double transfer unless j≤2 (respectively j=0) when p=3 (respectively p≥5).
, the odd-primary ηj element is shown to have (a nonzero multiple of) β1 as its James–Hopf invariant.
Keywords :
Stable homotopy groups of the sphere , Double Transfer , The odd-primary Kervaire invariant one elements , Kahn–Priddy theorem , Lambda algebra , Hopf invariant , The odd-primary ?j elements
Journal title :
Topology and its Applications
Journal title :
Topology and its Applications
