论文标题
正式的$ p $ - 盖维利系列解决方案一阶Holomorphic PDES
Formal $P$-Gevrey series solutions of first order holomorphic PDEs
论文作者
论文摘要
我们在分析函数$ p $中提供了一些一阶Holomorthic PDE家族的正式电力系列解决方案的完整且独立的证据。我们的方法是基于通过使用分区算法的Nagumo Narms关节来基于主要系列技术的。
We provide a complete and self-contained proof of the Gevrey character, in an analytic function $P$, of formal power series solutions of some families of first order holomorphic PDEs. Our approach is based on a majorant series technique by applying Nagumo norms joint with a division algorithm.
