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Relations among higher Whitehead maps
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We define generalised higher Whitehead maps between polyhedral products. By investigating the interplay between the homotopy-theoretic properties of polyhedral products and the combinatorial properties of simplicial complexes, we describe new families of relations among these maps, while recovering and generalising known identities among Whitehead products.
Forward citations
Cited by 2 Pith papers
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Power set operads
Iterated power set applications generate a hierarchy of operads linking the permutative operad to triassociative, substitution, and composition operads, plus a new operad on relative simplicial complexes governed by j...
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Iterated Whitehead products in the homotopy groups of polyhedral products
Describes the quasi-Lie subalgebra QL(K) and Pi-subalgebra S(K) in the homotopy groups of DJ(K) and proves S(K) equals the full homotopy groups precisely when K is a flag complex.
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