Abstract:Porter's approach is used to derive some properties of higher order Whitehead products, similar to those ones for triple products obtained by Hardie.Computations concerning the higher order Whitehead product for spheres and projective spaces are presented as well.
“…The main result on the triple spherical Whitehead product from [11] has been generalized in [8] into suspensions. After necessary prerequisites exhibited in Section 1, we extend the notion of the exterior Whitehead product for maps α i : ΣA i → X i for i = 1, .…”
Abstract. We extend the notion of the exterior Whitehead product for maps αi : ΣAi → Xi for i = 1, . . . , n, where ΣAi is the reduced suspension of Ai and then, for the interior product with Xi =
“…The main result on the triple spherical Whitehead product from [11] has been generalized in [8] into suspensions. After necessary prerequisites exhibited in Section 1, we extend the notion of the exterior Whitehead product for maps α i : ΣA i → X i for i = 1, .…”
Abstract. We extend the notion of the exterior Whitehead product for maps αi : ΣAi → Xi for i = 1, . . . , n, where ΣAi is the reduced suspension of Ai and then, for the interior product with Xi =
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