POINCARE FORMULAE OF SUBMANIFOLDS IN COMPLEX SPACE FORMS

机译：复杂空间形式的子苗条的Poincare公式

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We consider the integral of the volume of intersection M ∩ gN of submanifolds M and gN in a complex space form G/K for g in G and describe this integral by the multiple Kahler angles of M and N. This integral formula is called a Poincare formula. For this purpose we define the multiple Kahler angle and show some fundamental properties of it.

机译：我们考虑在G在G中的复杂空间G / k中的子类别M和GN的子类别M和GN的数量的积分，并通过M和N的多个卡力角描述这一点。这种积分的公式称为庞大的公式公式。为此目的，我们定义了多个Kahler角度并显示了一些基本属性。

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《International Workshop on Complex Structures and Vector Fields》|2003年||共14页
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Hiroyuki Tasaki;
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中图分类 O17-532;
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POINCARE FORMULAE OF SUBMANIFOLDS IN COMPLEX SPACE FORMS

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