Research keywords (2)：
微分幾何学
, Differential geometry
Research theme for competitive and other funds (6)：
概四元数エルミート多様体と四元数ケーラー多様体
無限小モデルと等質空間
自然還元等質空間の幾何学
almost quaternionic Hermitian and quaternionic Kähler hler manifolds
Infinitesimal models and homogeneous spaces
Geometry of naturally reductive homogeneous spaces
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MISC (21)：
Quaternionic K(]E88D2[)hler structures on the tangent bundle or a complex space form (with M. Tahara and S. Marchiafana). Rend Istit Mat. Univ. Trieste. 1999. 30. 163-175
New structures on tangent bundles M. Tahara and L. Vanhecke. Nate di Matematica. 1998. 18. 1. 131-141
From Sasakian 3-structures to quaternionic geometry. Arch. Math. (BRNO), with H.Mou. 1998. 34. 3. 379-386
Natural almost Hermitian and K(]E88D2[)hler metrics on the tangent bundles (with M. Tahara). Math. J. Toyama Univ. 1997. 20. 149-160
