论文标题
非分类复曲面完整交集的抗宪法复合物
The anticanonical complex for non-degenerate toric complete intersections
论文作者
论文摘要
抗态络合物从感谢您的几何形状中概括了Fano多层，并已用于研究迄今为止用圆环动作的Fano品种。我们研究了由劳伦（Laurent）多项式系统定义的感谢您的圆环品种中完整相交的情况。作为应用程序，我们通过lurent多项式系统将嵌入在假的加权投影空间中的终端Fano三倍分类。
The anticanonical complex generalizes the Fano polytope from toric geometry and has been used to study Fano varieties with torus action so far. We work out the case of complete intersections in toric varieties defined by non-degenerate systems of Laurent polynomials. As an application, we classify the terminal Fano threefolds that are embedded into a fake weighted projective space via a general system of Laurent polynomials.
