论文标题
来自两个黑洞
A Calabi-Yau threefold coming from two black holes
论文作者
论文摘要
在本文中，我们表明，四个变量中的六平方根均匀的多项式根部与Stefan Weinzierl研究的黑洞二元系统有关，这是不合理的。我们通过证明与六个平方根中的四个产品相关的品种$ x $并不意味着不足。特别是，我们表明$ x $的平滑型号是卡拉比（Calabi-Yau）的三倍。
In this paper, we show that a set of six square roots of homogeneous polynomials in four variables, related to a binary system of black holes studied by Stefan Weinzierl, is not rationalizable. We prove it by showing that the variety $X$ associated to the product of four of the six square roots is not unirational. In particular, we show that the smooth model of $X$ is a Calabi-Yau threefold.
