论文标题
附件参数的延续方法和实际分析性：抛物线案例
The continuation method and the real analyticity of the accessory parameters: the parabolic case
论文作者
论文摘要
我们给出了liouville田间理论中附件参数的真实分析性的证明，这是源源位置的函数。该方法是椭圆形情况的非微不足道扩展，因为它在中间步骤中需要调节器的引入。在圆环的情况下，治疗也是如此。对较高属表面的扩展进行了讨论。
We give the proof of the real analyticity of the accessory parameters in Liouville field theory as a function of the position of the sources in the case in which in addition to elliptic sources, parabolic sources are present. The method is a non trivial extension of the elliptic case as it requires in an intermediate step the introduction of a regulator. The treatment holds also in the case of the torus. A discussion is given of the extension to higher genus surfaces.
