2021
DOI: 10.1016/j.ijdrr.2020.101927
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Integrating strong-motion recordings and twitter data for a rapid shakemap of macroseismic intensity

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Cited by 7 publications
(4 citation statements)
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“…In addition to restrictions of reaching the affected area in a relatively short time, including transportation issues and other societal-health constraints (e.g., in our case the COVID-19 pandemic lockdown), the access to field survey data within 5 days of the event collocated well with the availability of additional post-seismic SAR acquisitions. Still in remote areas or when such expert-base observations cannot be easily arranged, the possibility to integrate strong-motion recordings and social media data for a rapid estimation of macroseismic intensities could serve as an alternative (Fayjaloun et al 2020 ).…”
Section: Resultsmentioning
confidence: 99%
“…In addition to restrictions of reaching the affected area in a relatively short time, including transportation issues and other societal-health constraints (e.g., in our case the COVID-19 pandemic lockdown), the access to field survey data within 5 days of the event collocated well with the availability of additional post-seismic SAR acquisitions. Still in remote areas or when such expert-base observations cannot be easily arranged, the possibility to integrate strong-motion recordings and social media data for a rapid estimation of macroseismic intensities could serve as an alternative (Fayjaloun et al 2020 ).…”
Section: Resultsmentioning
confidence: 99%
“…Therefore it is proposed to decompose the posterior distributions over all possible values of D i , given the damage state of the bridge. A similar decomposition framework for the treatment of soft evidence has been introduced by Fayjaloun et al (2021). Let Y be a variable of interest in the BN; then its posterior distribution given the observation of DS i = 1 is decomposed as follows: P(D i | DS i =1) represents the conditional probability of observing the value D i given the damage state of the component: this probability is estimated by using the a priori distribution of D i and by truncating its probability density function, named p trunc (i.e., keeping only the positive part of the support and normalizing the function):…”
Section: Verification Methodsmentioning
confidence: 99%
“…The Bayesian algorithm gives identical results as the algorithm by Worden et al (2018), on which USGS ShakeMap v4 is based (i.e., same mathematical concept using spatially-correlated Gaussian fields). For now, the Bayesian code may be used for R&D purposes, in order to integrate various types of uncertainties (e.g., spatial correlation models, site amplification factors) or to consider non-conventional types of observations (e.g., investigation of the added valued of social media data, such as Twitter feeds after an earthquake event (Fayjaloun et al, 2020). Such developments are currently on-going within the H2020 European project TURNkey.…”
Section: Future Developmentsmentioning
confidence: 99%