Huijun Yang

collaborators

2 papers

math.AT2026

On the non-existence of almost complex structures on sphere bundles over complex projective spaces

Chengwan Liu, Huijun Yang

We study the existence of almost complex structures on even-dimensional sphere bundles over complex projective spaces. For bundles $I^¾_{n, q}$ with fibre $S^{2 q}$ over $\mathbb{C} P…

math.AT2025

A Bilinear Form for Spin $^{c}$ Manifolds

Huijun Yang

Let $M$ be a closed oriented spin $^{c}$ manifold of dimension $(8 n + 2)$ with fundamental class $[M]$ , and let $Ï_{2} \colon H^{4n}(M; \mathbb{Z}) \rightarrow H^{4n}(M; \mathbb{…

On the non-existence of almost complex structures on sphere bundles over complex projective spaces

A Bilinear Form for Spinc Manifolds

A Bilinear Form for Spin $^{c}$ Manifolds