Taechang Byun

activity

20102016

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Showing 2015Show all

2 papers · 1 filter

math.DG2015

Area and holonomy of the principal $U (n)$ bundles over the dual of grassmannian manifolds

Taechang Byun

Consider the principal $U (n)$ bundles over the dual of Grassmann manifolds $U(n)\ra U(n,m)/U(m) \stackrelπ\ra D_{n,m}$. Given a 2-dimensional subspace $\frakm' \subset \frakm $ $ \…

math.DG2015

The topological aspect of the holonomy displacement on the principal $U (n)$ bundles over Grassmanian manifolds

Taechang Byun, Younggi Choi

Consider the principal $U (n)$ bundles over Grassmann manifolds $U (n) \to U (n + m) / U (m) \to π G_{n, m}$ . Given $X \in U_{m, n} (C)$ and a 2-dimensional su…

Area and holonomy of the principal U(n) bundles over the dual of grassmannian manifolds

The topological aspect of the holonomy displacement on the principal U(n) bundles over Grassmanian manifolds

Area and holonomy of the principal $U (n)$ bundles over the dual of grassmannian manifolds

The topological aspect of the holonomy displacement on the principal $U (n)$ bundles over Grassmanian manifolds