Superstatistics, escort distributions, and applications
Christian Beck

TL;DR
This paper explores superstatistics and escort distributions, showing how their combination can model complex systems like turbulence and pattern formation within nonextensive statistical mechanics.
Contribution
It clarifies the role of escort distributions in superstatistics and highlights recent applications to turbulent and pattern-forming systems.
Findings
Escort distributions are integral to superstatistical models.
Superstatistics effectively describes turbulence and pattern formation.
Applications demonstrate the relevance of nonextensive mechanics.
Abstract
Superpositions of different statistics on different time or spatial scales (in short, superstatistics) can naturally lead to an effective description by nonextensive statistical mechanics. We first discuss the role of escort distributions within the superstatistical framework, and then briefly describe recent physical applications of this concept to turbulent and pattern forming systems.
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