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Riemann Zeta Function in Quaternions by Alexandre Alessandri is a document available to read on EtoBox.

What is Riemann Zeta Function in Quaternions about?

The document discusses the Riemann ζ function and its relationship with the η function, providing various mathematical derivations and properties. It explores quaternion exponentiation and algorithms for finding zeroes of the ζ function, including approximations and bounds. Additionally, it presents implications of the Riemann hypothesis and offers insights into the behavior of zeroes of the ζ function through Taylor series expansion and limits.

Author

Alexandre Alessandri

Language

EN