Mathematical Physics

    

Continued Fractions and the Riemann Zeta: Connections with String Theory

Authors: Rosario Turco, Maria Colonnese, Michele Nardelli

The authors in this article show how, starting from the simple continued fractions, one can reach the most advanced theories of physics, as the connections between the prime numbers and the strings adic, adelic and zeta-strings, furthermore the connections between the mathematics of the fractals and the golden number. In particular the areas examined in the following are: "zeta nonlocal scalar fields", "Lagrangians with Riemann zeta functions" and "Lagrangians for adelic strings.

Comments: 33 Pages.

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Submission history

[v1] 2021-11-01 17:47:33

Unique-IP document downloads: 270 times

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