Neumann series

A Neumann series is a mathematical series of the form

where T is an operator. Hence, T is a mathematical notation for k consecutive operations of the operator T. This generalizes the geometric series.

The series is named after the mathematician Carl Neumann, who used it in 1877 in the context of potential theory. The Neumann series is used in functional analysis. It forms the basis of the Liouville-Neumann series, which is used to solve Fredholm integral equations. It is also important when studying the spectrum of bounded operators.

单词	Neumann series
释义	Neumann series 英语百科 Neumann series A Neumann series is a mathematical series of the form where T is an operator. Hence, T is a mathematical notation for k consecutive operations of the operator T. This generalizes the geometric series. The series is named after the mathematician Carl Neumann, who used it in 1877 in the context of potential theory. The Neumann series is used in functional analysis. It forms the basis of the Liouville-Neumann series, which is used to solve Fredholm integral equations. It is also important when studying the spectrum of bounded operators.
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