2017
DOI: 10.1126/sciadv.1700066
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Increasing probability of mortality during Indian heat waves

Abstract: An increase of 0.5°C in summer mean temperatures increases the probability of mass heat-related mortality in India by 146%.

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Cited by 267 publications
(176 citation statements)
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“…In this study, we are interested in conditional probability of crop production exceeding a certain amount ( Y > y ) at different climatic conditions ( X = x ); i.e., F Y ∣ X ( Y > y | X = x ). The conditional probability density function of f Y ∣ X ( y | x ) is expressed as follows [ Madadgar and Moradkhani , ; Mazdiyasni et al , ]: fYtrue∣X()|y0.25em0.25emx=c[],FX()xFY()y.fY()y where c is the probability density function (PDF) of the continuous copula function and f Y ( y ) is the PDF of marginal distribution for crop yield. Once the conditional PDF for a particular drought condition is obtained from equation , the probability of crop yield exceeding a certain amount, i.e., F Y ∣ X ( Y > y | X = x ), is calculated as the area under f Y ∣ X ( y | x ) for Y > y .…”
Section: Methodsmentioning
confidence: 99%
See 1 more Smart Citation
“…In this study, we are interested in conditional probability of crop production exceeding a certain amount ( Y > y ) at different climatic conditions ( X = x ); i.e., F Y ∣ X ( Y > y | X = x ). The conditional probability density function of f Y ∣ X ( y | x ) is expressed as follows [ Madadgar and Moradkhani , ; Mazdiyasni et al , ]: fYtrue∣X()|y0.25em0.25emx=c[],FX()xFY()y.fY()y where c is the probability density function (PDF) of the continuous copula function and f Y ( y ) is the PDF of marginal distribution for crop yield. Once the conditional PDF for a particular drought condition is obtained from equation , the probability of crop yield exceeding a certain amount, i.e., F Y ∣ X ( Y > y | X = x ), is calculated as the area under f Y ∣ X ( y | x ) for Y > y .…”
Section: Methodsmentioning
confidence: 99%
“…In this study, we are interested in conditional probability of crop production exceeding a certain amount (Y > y) at different climatic conditions (X = x); i.e., F Y|X (Y > y | X = x). The conditional probability density function of f Y|X (y | x) is expressed as follows [Madadgar and Moradkhani, 2013;Mazdiyasni et al, 2017]:…”
Section: Copula-based Modelmentioning
confidence: 99%
“…The climatic changes are expected to adversely influence the economy, ecosystems, and humans that are exposed to it [Watts et al, 2015;Revi et al, 2014;Seto et al, 2012]. Heat waves particularly result in excessive mortality rates [Mora et al, 2017;Mazdiyasni et al, 2017;Mitchell et al, 2016;Green et al, 2016;Cox et al, 2016;Xu et al, 2016;Tong et al, 2015;Huang et al, 2012], higher hospital admissions [Linares et al, 2017;Iñiguez et al, 2016;Díaz et al, 2015], preterm delivery [Cox et al, 2016], economic and labor productivity loss [Estrada et al, 2017;Zander et al, 2015], damage to infrastructure, and higher energy usage [Revi et al, 2014]. The total death toll by extreme temperatures hitting Europe in Summer 2003 and the Russian Federation in Summer 2010 makes heat waves the second deadliest kind of disaster related to weather extremes during the period 2001 to 2010 [World Meteorological Organization (WMO), 2014].…”
Section: Introductionmentioning
confidence: 99%
“…Temperatures in already hot regions approach and may eventually exceed the limits of physiological adaptation [88]. For example, the 0.5 • C rise in mean temperatures in India between 1960 and 2009 resulted in a 146% increase in high mortality events (>100 mortalities) associated with heat [89]. Residential buildings are a strategic context in which to reduce health risks from rising temperatures [90,91].…”
Section: Climate Change Heat Impacts On Health and Residential Buildmentioning
confidence: 99%