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Disaster Surveys and Their Validity: Comparing Discrete Distributions Kishore Gawande Texas A&M University Gina Reinhardt Texas A&M University Carol Silva.

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Presentation on theme: "Disaster Surveys and Their Validity: Comparing Discrete Distributions Kishore Gawande Texas A&M University Gina Reinhardt Texas A&M University Carol Silva."— Presentation transcript:

1 Disaster Surveys and Their Validity: Comparing Discrete Distributions Kishore Gawande Texas A&M University Gina Reinhardt Texas A&M University Carol Silva University of Oklahoma Domonic Bearfield Texas A&M University

2 Validity Internal Does the study measure what it’s intending to measure? A  B ? Randomized controlled experiments External Would this study function the same way in a different time, place, or context? Would A  B elsewhere? Representative samples

3 Survey Experiments Internal Validity A  B ? Randomized assignment into control v. treatment groups External Validity Would A  B elsewhere? Representative samples polled Sampling Frame Telephone, internet, dual frame

4 Survey Experiments – Internet Frames Internal Validity A  B ? Randomized assignment into control v. treatment groups is possible External Validity Would A  B elsewhere? Offer pre-established sampling frames Known probabilities, easily comparable to populations of interest So! It’s allllll good. Right?

5 Disasters are… Unplanned disruptions in social and political mechanisms and systems (Quarantelli, Lagadec, and Boin 2006) Inherently social phenomena (Perry 2006) Unpredictable – Planning for their research Funding, access, IRB clearance

6 Disasters and Validity Internal Validity – A  B ? Randomized assignment into control v. treatment (“no disaster” v. “disaster”) groups – Rarely possible, never ethical – Could be hypothetical, but rarely done well (North and Norris 2006) Natural experiment – pre-post comparisons, affected-unaffected comparisons

7 Disasters and Validity External Validity Would A  B elsewhere? Very high exposure to none at all Populations unknowable, unreachable, inaccessible Geographic foci offer a place to begin Victims die or disperse Access is denied or restricted  Convenience samples, selection bias Noncoverage (Brodie et al 2006; Jenkins et al 2009; Kessler et al 2007) Nonresponse (Schlenger & Cohen Silver 2006; Hussain, Weisaeth, & Heir 2009)

8 What Shall We Do? Don’t give up! – Disaster surveys are more prone to problems that plague all surveys Three-fold Solution: – Survey a representative sample using online sampling frames despite widespread displacement of respondents – Assess external validity with a distribution test: the discrete Kolmogorov-Smirnov (KS) test – Include a question from a well-established and respected survey, enabling the design of a survey and quasi-experiment regarding an unpredicted event with the intention of post-validation

9 Why Shall We Do It? 2011 in the US – Hurricane Irene is the 10 th billion-dollar weather/climate event of the year – Total cost pre-Irene: over $33.5 billion, at least 577 deaths 2011 in the World – Earthquake, Tsunami, Nuclear Accident in Japan – Earthquakes/tsunamis in Argentina, Chile, India, Indonesia

10 Why Shall We Do It? Hurricanes Katrina and Rita and Wilma – 2005 – deadliest and costliest hurricane season on US record since 1928 – $168 billion in damages – estimated 1987 deaths So what? – Risk, Sociology, Epidemiology, Public Health – Small samples, convenience, interviews

11 Why Shall We Do It? Advances in survey sampling technology No Surge in disasters No Disasters and their management affect: Public opinion Trust and legitimacy Electoral behavior Structure, health, safety

12 What do we show? Methodological – The discrete Kolmogorov-Smirnov (KS) test is a simple and effective device for validating and analyzing ordered responses typically found in surveys Substantive – Research on unpredicted events does not have to be restricted to small-N or qualitative work – Disaster experiments need not be held to samples of convenience

13 How we’ll show it Disasters and Validity Our Solution Online sampling frame Distribution test: the discrete Kolmogorov-Smirnov (KS) test Question from a well-established and respected survey Our Study Methods: KS test v. Chi-square test Apply our solution to our study Evaluate policy question: Likelihood of returning to hurricane- ravaged area

14 Our Study Hurricanes Katrina and Rita – August and September, 2005 – $150.9 billion – 1952 deaths (Lott et al 2011) – displaced 4 million people (estimated, NOAA 2011) Sample: Hurricane-threatened respondents – Conducted September 2006 – Residents of Counties/Parishes at general risk of hurricane damage – States on Gulf and South Atlantic coast (Texas – North Carolina) – No more than one county/ parish from the coast

15 Our Study Respondents registered in SSI database by county/parish of residence Invitation by email $2.50 for complete survey Entry in $5000 lottery Restriction of Floridians to 1000 Results: 7024 respondents 1576 affected by Katrina/Rita directly 894 evacuated for Katrina (414 displaced) 994 evacuated for Rita (360 displaced)

16 Solution, Step 2: Distribution Test

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