Huijun Yang

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20162020

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math.AT2020

Topological classification of complex vector bundles over $8$ -dimensional spin $^{c}$ manifolds

Huijun Yang

In this paper, complex vector bundles of rank $r$ over $8$ -dimensional spin $^{c}$ manifolds are classified in terms of the Chern classes of the complex vector bundles and the cohom…

math.AT2016

Some remarks on stable almost complex structures on manifolds

Huijun Yang

Let $X$ be an $(8 k + i)$ -dimensional pathwise connected $C W$ -complex with $i = 1$ or $2$ and $k \geq 0$ , $ξ$ be a real vector bundle over $X$ . Suppose that $ξ$ admits a stable complex str…

Topological classification of complex vector bundles over 8-dimensional spinc manifolds

Some remarks on stable almost complex structures on manifolds

Topological classification of complex vector bundles over $8$ -dimensional spin $^{c}$ manifolds