Cyclic and cocyclic maps and generalized Whitehead products
Abstract
Given co-H-spaces X and Y, B. Gray has defined a co-H-space X∘Y and a natural transformation
X∘Y→X∨Y which leads to a generalized Whitehead product. We make use of that product and sketch ideas on its dual to examine cyclic and cocyclic maps. Given spaces X and Y, some results on Gottlieb sets G(X,Y) and dual Gottlieb sets DG(X,Y) are stated.
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Published
2013-06-26
How to Cite
Golasiński, M., & de Melo, T. (2013). Cyclic and cocyclic maps and generalized Whitehead products. Transactions of Institute of Mathematics, the NAS of Ukraine, 10(6), 22–34. Retrieved from https://trim.imath.kiev.ua/index.php/trim/article/view/273
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Research papers