Towards Evidence of Long-Range Correlations in Shallow Seismic Activities
In this work, we introduce a new methodology to construct a network of epicenters that avoids problems found in well-established methodologies when they are applied to global catalogs of earthquakes located in shallow zones. The new methodology involves essentially the introduction of a time window...
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Main Authors | , , , |
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Abstract | In this work, we introduce a new methodology to construct a network of epicenters that avoids problems found in well-established methodologies when they are applied to global catalogs of earthquakes located in shallow zones. The new methodology involves essentially the introduction of a time window which works as a temporal filter. Our approach is more generic and for small regions the results coincide with previous findings. The network constructed with that model has small-world properties and the distribution of node connectivity follows a non-traditional function, namely a q-exponential, where scale-free properties are present. The vertices with larger connectivity in the network correspond to the areas with very intense seismic activities in the period considered. These new results strengthen the hypothesis of long spatial and temporal correlations between earthquakes. |
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AbstractList | FERREIRA, Douglas et al. Towards evidence of long-range
correlations in shallow seismic activities. EPL (Europhysics Letters), v.
121, n. 5, p. 58003, 2018 In this work, we introduce a new methodology to construct a network of
epicenters that avoids problems found in well-established methodologies when
they are applied to global catalogs of earthquakes located in shallow zones.
The new methodology involves essentially the introduction of a time window
which works as a temporal filter. Our approach is more generic and for small
regions the results coincide with previous findings. The network constructed
with that model has small-world properties and the distribution of node
connectivity follows a non-traditional function, namely a q-exponential, where
scale-free properties are present. The vertices with larger connectivity in the
network correspond to the areas with very intense seismic activities in the
period considered. These new results strengthen the hypothesis of long spatial
and temporal correlations between earthquakes. In this work, we introduce a new methodology to construct a network of epicenters that avoids problems found in well-established methodologies when they are applied to global catalogs of earthquakes located in shallow zones. The new methodology involves essentially the introduction of a time window which works as a temporal filter. Our approach is more generic and for small regions the results coincide with previous findings. The network constructed with that model has small-world properties and the distribution of node connectivity follows a non-traditional function, namely a q-exponential, where scale-free properties are present. The vertices with larger connectivity in the network correspond to the areas with very intense seismic activities in the period considered. These new results strengthen the hypothesis of long spatial and temporal correlations between earthquakes. |
Author | Ribeiro, Jennifer Papa, Andrés R R Ferreira, Douglas S R Menezes, Ronaldo |
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BackLink | https://doi.org/10.1209/0295-5075/121/58003$$DView published paper (Access to full text may be restricted) https://doi.org/10.48550/arXiv.1405.0307$$DView paper in arXiv |
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Snippet | In this work, we introduce a new methodology to construct a network of epicenters that avoids problems found in well-established methodologies when they are... FERREIRA, Douglas et al. Towards evidence of long-range correlations in shallow seismic activities. EPL (Europhysics Letters), v. 121, n. 5, p. 58003, 2018 In... |
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SubjectTerms | Apexes Physics - Geophysics Physics - Statistical Mechanics Seismic activity Windows (intervals) |
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