Renormdynamics, multiparticle production, negative binomial distribution and Riemann zeta function

TL;DR

This paper introduces new equations linking renormdynamic motion, multiparticle production, and the negative binomial distribution, along with novel connections to the Riemann zeta function and explicit z-scaling functions.

Contribution

It presents new equations for NBD distribution and Riemann zeta function, expanding theoretical understanding of multiparticle production processes.

Findings

New equations for NBD distribution and Riemann zeta function

Explicit forms of z-scaling functions constructed

Theoretical framework connecting renormdynamics and statistical distributions

Abstract

Renormdynamic equations of motion and their solutions are given. New equation for NBD distribution and Riemann zeta function invented. Explicit forms of the z-Scaling functions are constructed.