Measuring Improvements in the Disaster Resilience of Communities
By Stephanie E. Chang, Masanobu Shinozuka. 2004
670 citations recorded by the source corpus.
Subfields: Civil and Structural Engineering, Global and Planetary Change, Sociology and Political Science
View Paper: https://www.semanticscholar.org/paper/c506f5e9e43d6e129f0ed9711fe1091a592b7e1a
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Civil and Structural Engineering
- M. D'Lima
- Francesca Medda
- H. Eugene Stanley
- Daqing Li
- Boleslaw K. Szymanski
- Xueming Liu
- Manqing Ma
- Jianxi Gao
In Global and Planetary Change
In Sociology and Political Science
- M. D'Lima
- Francesca Medda
- Daqing Li
- Xueming Liu
- Jianxi Gao
- Manqing Ma
- H. Eugene Stanley
- Boleslaw K. Szymanski
Citations in the corpus
- Network resilience (2020, background): “[664] have defined a probabilistic resilience based on the probability of the initial system performance loss after a disruption being less than the maximum acceptable performance loss and the time to full recovery being less than the maximum accept-”
- A new measure of resilience: An application to the London Underground (2015, background): “Many authors (Tierney, 1997; Reggiani et al., 2002; Bruneau et al., 2003; Chang and Shinozuka, 2004; Rose, 2007) have studied system resilience.”
- A quantitative method for assessing resilience of interdependent infrastructures (2017, background): “In 2004, Chang and Shinozuka proposed a probabilistic approach for measuring seismic resilience after earthquake events [29].”
- Economic resilience to natural and man-made disasters: Multidisciplinary origins and contextual dimensions (2007, background): “Though their definition of resilience (an off-shoot of the definition by Bruneau et al., 2003) differs from the one presented here, Chang and Shinozuka (2004) make a major contribution by providing a framework and illustrative example for evaluating economic resilience in probabilistic terms and in…”
- Framework for analytical quantification of disaster resilience (2010, neutral): “(13): (i) linear, (ii) exponential [21] and (iii) trigonometric [22]”
- Seismic resilience of a hospital system (2010, background): “Three possible recovery functions are shown in Equation (11) below: (i) linear, (ii) exponential (Kafali and Grigoriu 2005) and (iii) trigonometric (Chang and Shinozuka 2004):”
- Economic Resilience to Disasters (2009, background): “Though their definition of resilience [an off-shoot of the definition by Bruneau et al. (2003)] differs from the one presented here, Chang and Shinozuka (2004) make a major contribution by providing a framework and illustrative example for evaluating economic resilience in probabilistic terms and…”