We explain a general construction through which concave elliptic operators on complex manifolds give rise to concave functions on cohomology. In particular, this leads to generalized versions of the Khovanskii–Teissier inequalities.

中文翻译：

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凹椭圆方程和广义 Khovanskii-Teissier 不等式

我们解释了一个一般构造，通过该构造，复杂流形上的凹椭圆算子会产生上同调上的凹函数。特别是，这会导致 Khovanskii-Teissier 不等式的广义版本。