Bergman space

In complex analysis, functional analysis and operator theory, a Bergman space is a function space of holomorphic functions in a domain D of the complex plane that are sufficiently well-behaved at the boundary that they are absolutely integrable. Specifically, for $0 < p < \infty$ , the Bergman space $A (D)$ is the space of all holomorphic functions $f$ in D for which the p-norm is finite:

单词	Bergman space
释义	Bergman space 英语百科 Bergman space In complex analysis, functional analysis and operator theory, a Bergman space is a function space of holomorphic functions in a domain D of the complex plane that are sufficiently well-behaved at the boundary that they are absolutely integrable. Specifically, for $0 < p < \infty$ , the Bergman space $A (D)$ is the space of all holomorphic functions $f$ in D for which the p-norm is finite:
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