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在本文中,我们证明了如下结果:C~n 中具 c~2 边界的有界强拟凸域的有限交能嵌入为某有限维单位球的闭复子流形,更进一步,Stein 流形中具 c~2 边界的相对紧强拟凸域的有限交能嵌入为某单位球的闭复子流形. 相似文献
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1 Introduction In recent years, holomorphic vector bundles on non-algebraic manifolds received increased attention. The main problem is to determine which continuous complex vector bundle carries a holomorphic structure or furthermore a holomorphic filtrable structure. D. Mall studied vector bundles on the primary Hopf manifolds。 相似文献
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