2-local unstable homotopy groups of indecomposable $\mathbf{A}_3^2$ -complexes

In this paper, we calculate the 2-local unstable homotopy groups of indecomposable $A_{3}^{2}$ -complexes. The main technique used is analysing the homotopy property of $J (X, A)$ , defined by B. Gray for a CW-pair $(X, A)$ , which is homotopy equivalent to the homotopy fibre of the pinch map $X \cup C A \to Σ A$ .

2-local unstable homotopy groups of indecomposable $A_{3}^{2}$ -complexes

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2-local unstable homotopy groups of indecomposable $A_{3}^{2}$ -complexes

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2-local unstable homotopy groups of indecomposable A32A32​ -complexes

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2-local unstable homotopy groups of indecomposable A32A32​ -complexes

文献摘要

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2-local unstable homotopy groups of indecomposable $A_{3}^{2}$ -complexes

讲解博客

AI智能校验

2-local unstable homotopy groups of indecomposable $A_{3}^{2}$ -complexes

讲解博客

AI智能校验