Commun. Korean Math. Soc. 1997; 12(1): 87-99
Printed March 1, 1997
Copyright © The Korean Mathematical Society.
Un Kyu Kim
Sung Kyun Kwan University
In a 6-dimensional quasi-Kaehler manifold $M$ with pointwise constant holomorphic sectional curvature $\mu \ne 0$, we find some conditions for $M$ to be a space form or a complex space form.
Keywords: holomorphic sectional curvature, quasi--Kaehler manifold, Ricci tensor
MSC numbers: 53C55, 53B20
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