Jianwei Zhou

most citedThe Geometry and Topology on Grassmann Manifolds

4 citations · 6 across the 3 of their papers we have counts for

collaborators

3 papers

math.FA2008

Characteristic Classes on Grassmann Manifolds

Jianwei Zhou, Jin Shi

In this paper, we use characteristic classes of the canonical vector bundles and the Poincar\' {e} dualality to study the structure of the real homology and cohomology groups of or…

math.DG2006★ 2 cited

Grassmann Manifold G(2,8) and Complex Structure on $S^{6}$

Jianwei Zhou

In this paper, we use Clifford algebra and the spinor calculus to study the complex structures on Euclidean space $R^{8}$ and the spheres $S^{4}, S^{6}$ . By the spin representation of $G(…

math.DG2006★ 4 cited

The Geometry and Topology on Grassmann Manifolds

Jianwei Zhou

This paper shows that the Grassmann Manifolds $G_{F} (n, N)$ can all be imbedded in an Euclidean space $M_{F} (N)$ naturally and the imbedding can be realized by the eigenfunc…

Characteristic Classes on Grassmann Manifolds

Grassmann Manifold G(2,8) and Complex Structure on S6

The Geometry and Topology on Grassmann Manifolds

Grassmann Manifold G(2,8) and Complex Structure on $S^{6}$