Reinhardt domain

In mathematics, especially several complex variables, an open subset $G$ of C is called Reinhardt domain if $(z_1, \dots, z_n) \in G$ implies $(e^{i\theta_1} z_1, \dots, e^{i\theta_n} z_n) \in G$ for all real numbers $\theta_1, \dots, \theta_n$ .

The reason for studying these kinds of domains is that logarithmically convex Reinhardt domain are the domains of convergence of power series in several complex variables. Note that in one complex variable, a logarithmically convex Reinhardt domain is simply a disc.

单词	Reinhardt domain
释义	Reinhardt domain 英语百科 Reinhardt domain In mathematics, especially several complex variables, an open subset $G$ of C is called Reinhardt domain if $(z_1, \dots, z_n) \in G$ implies $(e^{i\theta_1} z_1, \dots, e^{i\theta_n} z_n) \in G$ for all real numbers $\theta_1, \dots, \theta_n$ . The reason for studying these kinds of domains is that logarithmically convex Reinhardt domain are the domains of convergence of power series in several complex variables. Note that in one complex variable, a logarithmically convex Reinhardt domain is simply a disc.
随便看	Fortunity的意思 fortunize的意思 fortunized的意思 fortunizes的意思 fortunizing的意思 Fortuno的意思 Fortunoff的意思 fortunous的意思 Fortuny的意思 fortuny print的意思 fort up的意思 Forturf的意思 for turning的意思 fortus的意思 Fort Usher的意思 Fortuss的意思 fortutous的意思 Fortuyn的意思 Fort Valley的意思 Fort Valley State College的意思 Fort Valley State University的意思 Fort Vermilion的意思 Fort Victoria的意思 Fortville的意思 Fort Walton Beach的意思