The Distribution of Survey Contact and Participation in the United States: Constructing a Survey-Based Estimate
Open Access
- 1 May 1999
- journal article
- research article
- Published by SAGE Publications in Journal of Marketing Research
- Vol. 36 (2) , 286-294
- https://doi.org/10.1177/002224379903600212
Abstract
In this article, the authors show how survey responses to the question “How often have you participated in a survey in the past [specified time period]?” can be used to construct a meaningful estimate of average survey contact and response rates in the population at large, as well as of the distribution of survey responses in the population. That is, the authors show how the nonresponse bias associated with asking people about their prior survey participation can be removed. They propose and validate a simple yet powerful statistical model of survey contact across the U.S. population and of survey response among those contacted. The authors find that survey contact and participation rates are lower than previously assumed and that a small percentage of the population is completing the majority of surveys.Keywords
This publication has 12 references indexed in Scilit:
- Truth in Concentration in the Land of (80/20) LawsMarketing Science, 1993
- The Behavior of Respondents, Nonrespondents, and Refusers Across Mail SurveysPublic Opinion Quarterly, 1992
- Understanding The Decision to Participate in a SurveyPublic Opinion Quarterly, 1992
- Survey Errors and Survey CostsWiley Series in Probability and Statistics, 1989
- Technical Note—Aggregating Individual Purchases to the Household LevelMarketing Science, 1986
- Evaluating Polls With Poll DataPublic Opinion Quarterly, 1986
- Surveys on Surveys: Limitations and PotentialitiesPublic Opinion Quarterly, 1986
- Trends in Attitudes Toward and Participation in Survey ResearchPublic Opinion Quarterly, 1986
- Technical Note—Why Does the NBD Model Work? Robustness in Representing Product Purchases, Brand Purchases and Imperfectly Recorded PurchasesMarketing Science, 1985
- Prediction and estimation for the compound Poisson distributionProceedings of the National Academy of Sciences, 1977