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单词 Riemann zeta function
释义

Definition of Riemann zeta function in English:

Riemann zeta function

(also Riemann's zeta function)
noun
Mathematics
  • An analytic function ζ of the complex variable z equal to 1−z + 2−z + 3−z + … when the real part of z is greater than 1. Also written Riemann ζ function.

Origin

Late 19th century; earliest use found in Messenger of Mathematics.

Definition of Riemann zeta function in US English:

Riemann zeta function

(also Riemann's zeta function)
noun
Mathematics
  • An analytic function ζ of the complex variable z equal to 1−z + 2−z + 3−z + … when the real part of z is greater than 1. Also written Riemann ζ function.

Origin

Late 19th century; earliest use found in Messenger of Mathematics.

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更新时间:2025/1/14 8:20:45