| Literature DB >> 32009850 |
Sonia Akter1,2, Timothy J Krupnik3, Fahmida Khanam2,3.
Abstract
This paper investigates if climate change skepticism, farmers' fatalistic beliefs, and insurance plan design influence interest in crop weather insurance. While studies of the influence of fatalism on disaster preparedness are common, the ways in which fatalism influences climate change skepticism, and in turn affects farmers' interest in crop insurance, have not been previously investigated. An additional objective was to understand farmers' preferences for index versus standard insurance options, the former entailing damage compensation based on post-hazard assessment, the latter tying damage compensation to a set of weather parameter thresholds. A discrete choice experiment was conducted with maize farmers on a climate-risk prone island in coastal Bangladesh. Most farmers were insurance averse. Those who chose insurance were however significantly more likely to select standard as opposed to index-based insurance. Insurance demand was significantly and positively correlated with farmers' concern about the adverse livelihood impacts of climate change. Farmers who exhibited fatalistic views regarding the consequences of climate change were significantly less likely to opt for insurance of either kind. These findings imply that the prospect for farmers' investment in insurance is conditioned by their understanding of climate change risks and the utility of adaptation, in addition to insurance scheme design.Entities:
Keywords: Bangladesh; Choice experiment; Climate change adaptation; Maize; Skepticism; Weather index insurance
Year: 2017 PMID: 32009850 PMCID: PMC6988121 DOI: 10.1007/s10113-017-1174-9
Source DB: PubMed Journal: Reg Environ Change ISSN: 1436-3798 Impact factor: 3.678
Fig. 1Example of an English-translated choice experiment question depicting options for index insurance type (hail or windstorm crop damage)
Random parameter logit regression: main effects model results
| Variables | Description | Coefficient (SE) | SD (SE) |
|---|---|---|---|
| Constant parameter | |||
| ASC | Alternative specific constant. Choice of an insured state = 1, otherwise = 0 | −0.75** (0.33) | |
| Random parameters | |||
| Deposit | −0.0015 | 0.0015 | |
| Bad time payment | 0.0003 | 0.0003 | |
| Good time payment | 0.0011 | 0.0011 | |
| Standard damage verification process = 1, WII = 0 | 0.75 | 0.60 | |
| Insurance provider is a private bank or private insurance company = 1, otherwise = 0 | −0.67 | 0.19(1.30) | |
| Hazard covered by the insurance is flood = 1, otherwise = 0 | 0.08 (0.24) | 0.018 (0.55) | |
| Hazard covered by the insurance is indstorm = 1, otherwise = 0 | 0.18(0.23) | 0.10 (0.80) | |
| Group number (N) | 120 | ||
| Log likelihood | −472.67 | ||
| LR x2 | 109.33 ( | ||
| McFadden pseudo R2 | 0.10 |
p < 0.01
p < 0.05
*p < 0.10
Following Hensher and Greene (2003), the coefficients of Deposit, Bad Time Payment, and Good Time Payment were assigned a bounded triangular distribution in which the location parameter is constrained and equal to its scale. Remaining parameters were assigned a normal distribution.
Base category = WII (weather index insurance)
Base category = government banks, NGOs
Base category = hail
Random parameter logit regression: extended model to account for conditional heterogeneity
| Variables | Description | Coefficient (SE) | SD (SE) | |
|---|---|---|---|---|
| Constant parameters | ||||
| Full return | Choice of a full return scheme = 1, otherwise = 0 | −2.89* (1.64) | − | |
| Partial return | Choice of a partial return scheme = 1, otherwise = 0 | −2.96* (1.60) | − | |
| No return | Choice of a no return scheme = 1, otherwise = 0 | −2.64 (1.64) | − | |
| Random parameters | ||||
| ( | Deposit | −0.001 | 0.001 | |
| ( | Bad time payment | 0.0003 | 0.0003 | |
| ( | Good time payment | 0.0009 | 0.0009 | |
| ( | Standard damage verification process = 1, WII = 0 | 0.78 | 0.42 (0.32) | |
| ( | Insurance provider is a private bank or private insurance company = 1, otherwise = 0 | −0.73 | 0.24 (0.49) | |
| ( | Hazard covered by the insurance is flood = 1, otherwise = 0 | 0.39 (0.31) | 0.04 (0.88) | |
| ( | Hazard covered by the insurance is windstorm = 1, otherwise = 0 | 0.74 | 0.02 (0.41) | |
| Skepticism indicators | ||||
| Attribution | Interaction between ASC and belief that “climate change is caused by human actions” | 0.52 (0.42) | − | |
| Trend | Interaction between ASC and belief that “climate is changing” | 0.02 (0.41) | − | |
| Impact | Interaction between ASC and those who are concerned about the adverse impacts of climate change | 0.88 | − | |
| Flood x P(Flood) | Interaction between flood insurance and perceived positive probability of flood occurring in the future | 0.17 (0.38) | − | |
| Wind x P(Wind) | Interaction between wind insurance and perceived positive probability of windstorm occurring in the future | −0.48 (0.37) | − | |
| Hail x P(Hail) | Interaction between hail insurance and perceived positive probability of hailstorm occurring in the future | 0.99 | − | |
| Socioeconomic and other attitudinal characteristics | ||||
| Risk preference | Interaction between ASC and coefficient of risk preference | −0.01 (0.16) | − | |
| Time preference | Interaction between ASC and discount rate | −0.44 (1.38) | − | |
| Farm size | Interaction between ASC and size of the maize farm | 0.01 (0.009) | − | |
| Expenditure | Interaction between ASC and per capita household expenditure | 0.0016 (0.96D-04) | − | |
| Asset | Interaction between ASC and value of household asset | 0.004 | − | |
| Female | Interaction between ASC and respondent is a female | −0.10 (0.35) | − | |
| Age | Interaction between ASC and respondent's age | 0.009 (0.012) | − | |
| Literate | Interaction between ASC and respondent is literate | 0.41 (0.36) | − | |
| HH size | Interaction between ASC and household size | −0.17 | − | |
| Religion | Interaction between ASC and respondent's (household's) religion is Islam | 0.19 (0.70) | − | |
| Familiarity | Interaction between ASC and respondent is familiar with insurance | −0.03 (0.42) | − | |
| Formal savings | Interaction between ASC and household has a formal savings account | 0.46 (0.32) | − | |
| Formal credit | Interaction between ASC and household has access to formal credit | 0.29 (0.29) | − | |
| Insurance | Interaction between ASC and household purchased insurance before | 0.03 (0.48) | – | |
| Daulatkhan district | Interaction between ASC and Daulatkhan district | −0.57 (0.37) | – | |
| Burhanuddin district | Interaction between ASC and Burhanuddin district | −0.34 (0.37) | – | |
| Model fit statistics | ||||
| Group number | 120 | |||
| Log likelihood | −445.67 | |||
| LR χ2 | 163.31 ( | |||
| McFadden pseudo | 0.15 | |||
p < 0.01
p < 0.05
*p < 0.10
Following Hensher and Greene (2003), the coefficients of Deposit, Bad Time Payment, and Good Time Payment were assigned a bounded triangular distribution in which the location parameter is constrained and equal to its scale. Remaining parameters were assigned a normal distribution.
Base category = WII (weather index insurance)
Base category = government banks, NGOs
Base category = hail