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- W4321787509 endingPage "408" @default.
- W4321787509 startingPage "408" @default.
- W4321787509 abstract "Non-extensive statistical mechanics (or q-statistics) is based on the so-called non-additive Tsallis entropy. Since its introduction by Tsallis, in 1988, as a generalization of the Boltzmann–Gibbs equilibrium statistical mechanics, it has steadily gained ground as a suitable theory for the description of the statistical properties of non-equilibrium complex systems. Therefore, it has been applied to numerous phenomena, including real seismicity. In particular, Tsallis entropy is expected to provide a guiding principle to reveal novel aspects of complex dynamical systems with catastrophes, such as seismic events. The exploration of the existing connections between Tsallis formalism and real seismicity has been the focus of extensive research activity in the last two decades. In particular, Tsallis q-statistics has provided a unified framework for the description of the collective properties of earthquakes and faults. Despite this progress, our present knowledge of the physical processes leading to the initiation of a rupture, and its subsequent growth through a fault system, remains quite limited. The aim of this paper was to provide an overview of the non-extensive interpretation of seismicity, along with the contributions of the Tsallis formalism to the statistical description of seismic events." @default.
- W4321787509 created "2023-02-25" @default.
- W4321787509 creator A5008078689 @default.
- W4321787509 creator A5015600576 @default.
- W4321787509 creator A5075891247 @default.
- W4321787509 date "2023-02-23" @default.
- W4321787509 modified "2023-10-09" @default.
- W4321787509 title "Tsallis q-Statistics in Seismology" @default.
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