FRINK Linked Data Fragments server

Matches in SemOpenAlex for { <https://semopenalex.org/work/W3118537432> ?p ?o ?g. }

• W3118537432 endingPage "110622" @default.
• W3118537432 startingPage "110622" @default.
• W3118537432 abstract "The earthquakes statistical analysis are essential for understanding the seismic activity of a region and consequently, in seismic hazard studies. Nowadays, the statistics that describe the relationship between the earthquake magnitude and the total number of quakes in a given region has been dominated by the Gutenberg–Richter (GR) power-law. However, the GR law is only valid from a threshold magnitude (local scale invariance). To mitigate this limitation, we introduce in this work a statistical mechanics approach to appropriately describe the earthquakes in a wide range of magnitudes. In this way, we formulate a generalisation of the GR law based on a κ-probability function, which is a distribution linked to Kaniadakis statistics (or κ-statistics). We have tested the viability of our proposal using real data sets recorded in 6 different regions of the Earth by considering more than 150,000 earthquakes. The results show that the κ-generalised GR law describes appropriately enough the energy distribution in an ample range of magnitudes, especially for low magnitude earthquakes where the standard GR law fails. Besides, the entropic index of the Kaniadakis entropy is a universal parameter with a value close to 1. Furthermore, the results reveal the fractal nature of the fragments filling the space between tectonic plates. They also show the self-similarity of earthquakes regardless of their magnitude." @default.
• W3118537432 created "2021-01-18" @default.
• W3118537432 creator A5070121753 @default.
• W3118537432 date "2021-02-01" @default.
• W3118537432 modified "2023-10-03" @default.
• W3118537432 title "<mml:math xmlns:mml=http://www.w3.org/1998/Math/MathML altimg=si9.svg><mml:mi>κ</mml:mi></mml:math>-generalised Gutenberg–Richter law and the self-similarity of earthquakes" @default.
• W3118537432 cites W1859860849 @default.
• W3118537432 cites W1904429860 @default.
• W3118537432 cites W1966495661 @default.
• W3118537432 cites W1968467644 @default.
• W3118537432 cites W1970412632 @default.
• W3118537432 cites W1972138494 @default.
• W3118537432 cites W1974239253 @default.
• W3118537432 cites W1975864811 @default.
• W3118537432 cites W1983874169 @default.
• W3118537432 cites W1987143930 @default.
• W3118537432 cites W1992146267 @default.
• W3118537432 cites W1995663448 @default.
• W3118537432 cites W1997039624 @default.
• W3118537432 cites W1997755367 @default.
• W3118537432 cites W2001548489 @default.
• W3118537432 cites W2005825070 @default.
• W3118537432 cites W2007452691 @default.
• W3118537432 cites W2014772856 @default.
• W3118537432 cites W2016210396 @default.
• W3118537432 cites W2018912651 @default.
• W3118537432 cites W2020510671 @default.
• W3118537432 cites W2021292499 @default.
• W3118537432 cites W2029714720 @default.
• W3118537432 cites W2032558547 @default.
• W3118537432 cites W2054263931 @default.
• W3118537432 cites W2058146578 @default.
• W3118537432 cites W2058172722 @default.
• W3118537432 cites W2060791500 @default.
• W3118537432 cites W2061702018 @default.
• W3118537432 cites W2077042429 @default.
• W3118537432 cites W2077673325 @default.
• W3118537432 cites W2078210981 @default.
• W3118537432 cites W2079584573 @default.
• W3118537432 cites W2080352355 @default.
• W3118537432 cites W2091827628 @default.
• W3118537432 cites W2095444470 @default.
• W3118537432 cites W2104292910 @default.
• W3118537432 cites W2111213961 @default.
• W3118537432 cites W2125271186 @default.
• W3118537432 cites W2125538435 @default.
• W3118537432 cites W2127150969 @default.
• W3118537432 cites W2127971226 @default.
• W3118537432 cites W2129361667 @default.
• W3118537432 cites W2146664116 @default.
• W3118537432 cites W2163027631 @default.
• W3118537432 cites W2167191107 @default.
• W3118537432 cites W2174353608 @default.
• W3118537432 cites W2291431154 @default.
• W3118537432 cites W2417915692 @default.
• W3118537432 cites W2530331612 @default.
• W3118537432 cites W2568515163 @default.
• W3118537432 cites W2569565704 @default.
• W3118537432 cites W2571854112 @default.
• W3118537432 cites W2805014435 @default.
• W3118537432 cites W2886624719 @default.
• W3118537432 cites W2896065882 @default.
• W3118537432 cites W2911932618 @default.
• W3118537432 cites W2974747703 @default.
• W3118537432 cites W3015370689 @default.
• W3118537432 cites W3029400674 @default.
• W3118537432 cites W3094915551 @default.
• W3118537432 cites W3099548788 @default.
• W3118537432 cites W3103362336 @default.
• W3118537432 cites W3148089400 @default.
• W3118537432 cites W4252028749 @default.
• W3118537432 doi "https://doi.org/10.1016/j.chaos.2020.110622" @default.
• W3118537432 hasPublicationYear "2021" @default.
• W3118537432 type Work @default.
• W3118537432 sameAs 3118537432 @default.
• W3118537432 citedByCount "8" @default.
• W3118537432 countsByYear W31185374322021 @default.
• W3118537432 countsByYear W31185374322022 @default.
• W3118537432 countsByYear W31185374322023 @default.
• W3118537432 crossrefType "journal-article" @default.
• W3118537432 hasAuthorship W3118537432A5070121753 @default.
• W3118537432 hasConcept C105795698 @default.
• W3118537432 hasConcept C121332964 @default.
• W3118537432 hasConcept C126691448 @default.
• W3118537432 hasConcept C127313418 @default.
• W3118537432 hasConcept C1276947 @default.
• W3118537432 hasConcept C134306372 @default.
• W3118537432 hasConcept C149441793 @default.
• W3118537432 hasConcept C165205528 @default.
• W3118537432 hasConcept C17744445 @default.
• W3118537432 hasConcept C199539241 @default.
• W3118537432 hasConcept C33923547 @default.
• W3118537432 hasConcept C40636538 @default.
• W3118537432 hasConcept C69361100 @default.
• W3118537432 hasConcept C87040749 @default.
• W3118537432 hasConceptScore W3118537432C105795698 @default.
• W3118537432 hasConceptScore W3118537432C121332964 @default.
• W3118537432 hasConceptScore W3118537432C126691448 @default.

• next