| Literature DB >> 34677722 |
Eyal Lahav1, Shosh Shahrabani2, Mosi Rosenboim3, Yoshiro Tsutsui4.
Abstract
Achieving high vaccination rates is important for overcoming an epidemic. This study investigates the association between religious faith and intentions to become vaccinated against COVID-19 in Israel and Japan. Most of Israel's population is monotheistic, whereas most Japanese are unaffiliated with any religion. Therefore, our findings might be applicable to various countries that differ in their religions and levels of religiosity. We conducted almost identical large-scale surveys four times in Israel and five times in Japan from March to June 2020 to obtain panel data. We found that intentions of getting vaccinated depend on people's level of religiosity in a non-linear way. Those who have strong religious beliefs are less likely to become vaccinated than those who say they are less religious. Two other factors that play a role in this relationship are religious denomination in Israel and identifying with a religion in Japan.Entities:
Keywords: COVID-19; Faith; HBM; Precaution measures; Religion; Religiosity; SARS-Cov-2; Vaccine; WTP
Mesh:
Substances:
Year: 2021 PMID: 34677722 PMCID: PMC8532098 DOI: 10.1007/s10198-021-01389-8
Source DB: PubMed Journal: Eur J Health Econ ISSN: 1618-7598
Definition of the variables
| Variable name | Definition |
|---|---|
| Willingness to buy a safe vaccine. 1 = Will definitely not buy to 5 = Will definitely buy | |
| Reversed answers to the statement ‘I am deeply religious’. 1 = it does not hold true at all for you to 5 = it is particularly true for you | |
| The squared term of the variable FAITH | |
| 1 = secular; 0 = otherwise. “Secular” refers to Israeli Jews who do not follow religious laws. They usually incorporate many religion based rituals into what they consider to be their secular lifestyle and identity [ | |
| 1 = traditional; 0 = otherwise. “Traditional” refers to Israeli Jews who follow some religious laws and keep the Jewish traditions. The traditionist code is a practical one, which enables them to preserve a valid sense of Jewish identity in the modern world, as most of them live in a secular socio-cultural environment [ | |
| 1 = religious; 0 = otherwise. “Religious” refers to Israeli Jews who follow the religious laws and keep the Jewish traditions | |
| 1 = ultra-orthodox; 0 = otherwise. “Ultra-Orthodox” refers to Israeli Jews who follow the religious laws strictly and keep the Jewish traditions. This group interprets and practices many Jewish religious laws (Halacha) in a more strict sense than “Religious” Jews. As a result, every aspect of their daily life is regulated by religious precepts [ | |
| Only for Japan; 1 = not affiliated with any religion; 0 = otherwise | |
| Only for Japan; 1 = affiliated with Christianity, Islam, or Judaism; 0 = otherwise | |
| Only for Japan; 1 = affiliated with Buddhism; 0 = otherwise | |
| Only for Japan; 1 = affiliated with other religions; 0 = otherwise | |
| 1 = prefer not to answer; 0 = otherwise | |
| Scale variable for severity of the symptoms in case you are infected; 1 = Symptoms that have little influence to 6 = An extremely serious symptom that could cause death | |
| The numerical answer to: what do you expect is the probability (%) of you getting infected with the novel coronavirus within 1 month? 0–100 | |
| Maximum amount you are willing to pay for an insurance premium to cover the risk of the amount of loss: 200,000 Israeli new shekels (5 million yen in Japan) occurring with 0.1% within a day. 1 = would not buy even if 0 Israeli new shekels (0 Japanese yen) to 11 = would buy even if over 40,000 Israeli new shekels (1 million yen in Japan); higher values indicate greater risk aversion | |
| Answer to the question: assuming you find a well-known charity that provided financial help to people who typically had about one-fifth of your family income per person. Up to how much of your own family income per month would you be willing to give the charity, if you knew the charity would give twice the amount of your donation directly to benefit these people? 1 = no help at all; 2 = up to 2%; 3 = up to 5%; 4 = up to 10%; 5 = up to 20% | |
| Scale variable of agreement with the statement: In general, most people are trustworthy; 1 = not at all to 5 = very much | |
| Scale variable of agreement with the statement: I am anxious about my health; 1 = not at all to 5 = very much | |
| 1 = men; 0 = women | |
| Numerical age variable | |
| The squared term of the age variable | |
| 1 = married; 0 = otherwise | |
| The number of family members living with you | |
| The highest level of education completed. For Israel: 1 = Grade school or less to 7 = Masters degree or higher; For Japan: 1 = Junior high school to 6 = Doctoral course | |
| Father’s educational level, using same coding as the EDU variable | |
| Mother’s educational level, using same coding as the EDU variable | |
| The answer to: On a scale of 0–10, “10” being the “wealthiest” and “0” being the “poorest”, please indicate what you think the standard of living was for your family when you were 15 years old | |
| Scale variable of household income. Israel: Comparison with others' income 1 = much lower than average to 5 = much higher than average; Japan: 14 levels of household income 1 = less than 1 million yen to 14 = more than 20 million yen | |
| Scale variable of agreement with the statement: I have undergone a periodic blood test; 1 = not at all to 5 = very much | |
| Scale variable of agreement with the statement: I’m always optimistic about my future; 1 = not at all; 5 = very much | |
| Scale variable of agreement with the statement: in uncertain times, I usually expect the best; 1 = not at all; 5 = very much | |
| Answer the question: in these 2 weeks, have you received enough information about the Coronavirus? 1 = definitely not enough to 5 = definitely enough |
Descriptive statistics and representativeness of the key variables
| Israel | Japan | ||||||
|---|---|---|---|---|---|---|---|
| Variable | Obs | Mean | SD | Variable | Obs | Mean | SD |
| Panel A: Descriptive statistics | |||||||
| 5607 | 2.651 | 1.429 | 19,740 | 2.310 | 1.119 | ||
| 5604 | 2.121 | 1.375 | 19,740 | 1.532 | 0.976 | ||
| 5604 | 6.389 | 7.680 | 19,740 | 3.298 | 4.900 | ||
| 5604 | 0.491 | 0.500 | 19,740 | 0.649 | 0.477 | ||
| 5604 | 0.312 | 0.463 | 19,740 | 0.018 | 0.133 | ||
| 5604 | 0.128 | 0.335 | 19,740 | 0.269 | 0.443 | ||
| 5604 | 0.064 | 0.244 | 19,740 | 0.024 | 0.152 | ||
| 5604 | 0.004 | 0.067 | 19,740 | 0.040 | 0.196 | ||
Fig. 1Relationship between “FAITH” and denomination (religion) in Israel (Japan)
Estimates of Eq. (1) with the data of Israel
| Variables | Full | No control | No FAITHSQ | No religion (denominations) | No FAITHSQ | No FAITH |
|---|---|---|---|---|---|---|
| 0.288** (0.125) | 0.307** (0.123) | 0.0685* (0.0352) | 0.179* (0.104) | − 0.0139 (0.0235) | ||
| − 0.0419* (0.0226) | − 0.0375* (0.0225) | − 0.0355* (0.0184) | ||||
| Baseline | Baseline | Baseline | Baseline | Baseline | Baseline | |
| − 0.167** (0.0801) | − 0.209*** (0.0762) | − 0.127* (0.0755) | − 0.0738 (0.0685) | |||
| − 0.412*** (0.121) | − 0.478*** (0.116) | − 0.405*** (0.122) | − 0.248*** (0.0907) | |||
| − 0.338* (0.179) | − 0.608*** (0.172) | − 0.455*** (0.173) | − 0.238* (0.127) | |||
| 0.336 (0.419) | 0.0969 (0.433) | 0.364 (0.438) | 0.460 (0.418) | |||
| 0.0816*** (0.0173) | 0.0813*** (0.0173) | 0.0823*** (0.0173) | 0.0827*** (0.0173) | 0.0818*** (0.0173) | ||
| 0.00268*** (0.000817) | 0.00269*** (0.000817) | 0.00265*** (0.000817) | 0.00266*** (0.000817) | 0.00265*** (0.000817) | ||
| 0.0859*** (0.0138) | 0.0863*** (0.0138) | 0.0869*** (0.0138) | 0.0875*** (0.0138) | 0.0861*** (0.0138) | ||
| 0.102*** (0.0311) | 0.102*** (0.0311) | 0.0923*** (0.0313) | 0.0919*** (0.0313) | 0.112*** (0.0308) | ||
| 0.0848*** (0.0295) | 0.0839*** (0.0294) | 0.0862*** (0.0295) | 0.0861*** (0.0294) | 0.0859*** (0.0294) | ||
| 0.212*** (0.0269) | 0.213*** (0.0270) | 0.220*** (0.0267) | 0.224*** (0.0266) | 0.220*** (0.0268) | ||
| − 0.00390 (0.0584) | 0.00163 (0.0584) | 0.00876 (0.0584) | 0.0135 (0.0584) | 0.00905 (0.0585) | ||
| − 0.0563*** (0.0153) | − 0.0558*** (0.0153) | − 0.0566*** (0.0153) | − 0.0557*** (0.0153) | − 0.0570*** (0.0153) | ||
| 0.0640*** (0.0178) | 0.0635*** (0.0178) | 0.0640*** (0.0178) | 0.0630*** (0.0178) | 0.0646*** (0.0178) | ||
| 0.0478 (0.0671) | 0.0467 (0.0671) | 0.0239 (0.0671) | 0.0173 (0.0671) | 0.0425 (0.0672) | ||
| − 0.00422 (0.0184) | − 0.00496 (0.0185) | − 0.0112 (0.0183) | − 0.0131 (0.0183) | − 0.00335 (0.0185) | ||
| 0.0203 (0.0195) | 0.0190 (0.0196) | 0.0180 (0.0195) | 0.0162 (0.0195) | 0.0176 (0.0196) | ||
| 0.00901 (0.0176) | 0.00970 (0.0177) | 0.00885 (0.0176) | 0.00932 (0.0177) | 0.00987 (0.0177) | ||
| − 0.00266 (0.0190) | − 0.00353 (0.0190) | − 0.00220 (0.0190) | − 0.00315 (0.0190) | − 0.00397 (0.0190) | ||
| 0.0280** (0.0131) | 0.0269** (0.0131) | 0.0281** (0.0130) | 0.0269** (0.0130) | 0.0265** (0.0130) | ||
| 0.102*** (0.0270) | 0.103*** (0.0271) | 0.106*** (0.0270) | 0.109*** (0.0270) | 0.100*** (0.0271) | ||
| 0.0225 (0.0200) | 0.0224 (0.0200) | 0.0232 (0.0199) | 0.0235 (0.0199) | 0.0236 (0.0200) | ||
| 0.00336 (0.0393) | 0.000840 (0.0392) | 0.00606 (0.0391) | 0.00475 (0.0391) | 0.00631 (0.0389) | ||
| − 0.0388 (0.0359) | − 0.0388 (0.0359) | − 0.0363 (0.0358) | − 0.0362 (0.0358) | − 0.0356 (0.0359) | ||
| 0.0352** (0.0172) | 0.0344** (0.0172) | 0.0334* (0.0171) | 0.0330* (0.0172) | 0.0341** (0.0172) | ||
| 0.0633* (0.0384) | 0.0231 (0.0343) | 0.0630 (0.0384) | 0.0659* (0.0384) | 0.0647* (0.0384) | 0.0632* (0.0384) | |
| − 0.166*** (0.0412) | − 0.230*** (0.0350) | − 0.166*** (0.0412) | − 0.164*** (0.0412) | − 0.165*** (0.0412) | − 0.166*** (0.0412) | |
| − 0.169*** (0.0421) | − 0.238*** (0.0354) | − 0.169*** (0.0421) | − 0.167*** (0.0420) | − 0.168*** (0.0420) | − 0.169*** (0.0421) | |
| Constant | 1.193*** (0.391) | 2.484*** (0.121) | 1.398*** (0.376) | 1.279*** (0.387) | 1.457*** (0.377) | 1.449*** (0.376) |
| Observations | 4981 | 5604 | 4981 | 4981 | 4981 | 4981 |
| Number of individuals | 1877 | 2003 | 1877 | 1877 | 1877 | 1877 |
The dependent variable is VACCINE. Each column presents a specification of Eq. (1). Dummies for occupations and place of residence were included, but their estimates are not shown here. Estimation method is the random effect model (RE). Robust standard errors are in parentheses assuming clustering at the individual level
***p < 0.01, **p < 0.05, *p < 0.1
Estimates of Eq. (1) with the data of Japan
| Variables | Full | No control | No FAITHSQ | No religion | No FAITHSQ | No FAITH No FAITHSQ |
|---|---|---|---|---|---|---|
| 0.252*** (0.0648) | 0.369*** (0.0629) | 0.0800*** (0.0152) | 0.265*** (0.0631) | 0.0735*** (0.0142) | ||
| − 0.0346*** (0.0128) | − 0.0499*** (0.0126) | − 0.0387*** (0.0126) | ||||
| NON_R | Baseline | Baseline | Baseline | Baseline | Baseline | Baseline |
| − 0.154 (0.105) | − 0.0701 (0.114) | − 0.163 (0.105) | − 0.0100 (0.101) | |||
| 0.0136 (0.0330) | 0.0867*** (0.0327) | 0.0260 (0.0326) | 0.0647** (0.0319) | |||
| − 0.143 (0.0996) | − 0.0718 (0.101) | − 0.149 (0.100) | − 0.0502 (0.0981) | |||
| 0.0957 (0.0679) | 0.104* (0.0625) | 0.118* (0.0677) | 0.169** (0.0678) | |||
| 0.0792*** (0.00845) | 0.0792*** (0.00845) | 0.0790*** (0.00845) | 0.0791*** (0.00845) | 0.0795*** (0.00846) | ||
| 0.00221*** (0.000412) | 0.00222*** (0.000412) | 0.00222*** (0.000412) | 0.00222*** (0.000412) | 0.00226*** (0.000412) | ||
| 0.0453*** (0.00503) | 0.0452*** (0.00503) | 0.0452*** (0.00502) | 0.0451*** (0.00503) | 0.0449*** (0.00502) | ||
| 0.0781*** (0.0118) | 0.0780*** (0.0118) | 0.0778*** (0.0118) | 0.0777*** (0.0118) | 0.0804*** (0.0118) | ||
| 0.0444*** (0.0135) | 0.0453*** (0.0135) | 0.0450*** (0.0135) | 0.0460*** (0.0135) | 0.0480*** (0.0135) | ||
| 0.0928*** (0.0114) | 0.0943*** (0.0114) | 0.0932*** (0.0114) | 0.0951*** (0.0114) | 0.0969*** (0.0114) | ||
| − 0.0621* (0.0323) | − 0.0570* (0.0322) | − 0.0648** (0.0321) | − 0.0588* (0.0321) | − 0.0518 (0.0323) | ||
| − 0.0281*** (0.00599) | − 0.0288*** (0.00599) | − 0.0283*** (0.00600) | − 0.0291*** (0.00600) | − 0.0296*** (0.00603) | ||
| 0.0329*** (0.0060) | 0.0335*** (0.0060) | 0.0330*** (0.0060) | 0.0339*** (0.0060) | 0.0343*** (0.0060) | ||
| 0.0963*** (0.0353) | 0.0959*** (0.0353) | 0.0976*** (0.0352) | 0.0976*** (0.0353) | 0.0904** (0.0356) | ||
| − 0.00466 (0.0111) | − 0.00469 (0.0111) | − 0.00425 (0.0111) | − 0.00405 (0.0111) | − 0.00289 (0.0112) | ||
| 0.0203 (0.0152) | 0.0215 (0.0152) | 0.0208 (0.0152) | 0.0223 (0.0153) | 0.0218 (0.0152) | ||
| 0.0298** (0.0152) | 0.0289* (0.0152) | 0.0289* (0.0151) | 0.0276* (0.0152) | 0.0298* (0.0152) | ||
| 0.00458 (0.0210) | 0.00653 (0.0210) | 0.00276 (0.0210) | 0.00482 (0.0211) | 0.00390 (0.0211) | ||
| 0.0322*** (0.00718) | 0.0323*** (0.00718) | 0.0324*** (0.00719) | 0.0324*** (0.00719) | 0.0330*** (0.00720) | ||
| 0.000181*** (4.44e−05) | 0.000181*** (4.43e−05) | 0.000181*** (4.45e−05) | 0.000180*** (4.45e−05) | 0.000178*** (4.44e−05) | ||
| 0.0489*** (0.0100) | 0.0493*** (0.0100) | 0.0495*** (0.0100) | 0.0502*** (0.0100) | 0.0540*** (0.00997) | ||
| 0.00987 (0.0139) | 0.00915 (0.0139) | 0.00958 (0.0140) | 0.00869 (0.0139) | 0.0117 (0.0139) | ||
| 0.0148 (0.0149) | 0.0140 (0.0149) | 0.0143 (0.0149) | 0.0132 (0.0149) | 0.0142 (0.0149) | ||
| − 0.0103 (0.00908) | − 0.0103 (0.00908) | − 0.0104 (0.00909) | − 0.0106 (0.00909) | − 0.0108 (0.00909) | ||
| 0.231*** (0.0180) | 0.245*** (0.0166) | 0.231*** (0.0180) | 0.231*** (0.0180) | 0.231*** (0.0180) | 0.230*** (0.0180) | |
| 0.423*** (0.0188) | 0.442*** (0.0168) | 0.423*** (0.0188) | 0.423*** (0.0188) | 0.423*** (0.0187) | 0.422*** (0.0188) | |
| 0.381*** (0.0185) | 0.411*** (0.0166) | 0.381*** (0.0185) | 0.381*** (0.0185) | 0.381*** (0.0185) | 0.380*** (0.0185) | |
| 0.0886*** (0.0188) | 0.0930*** (0.0170) | 0.0885*** (0.0188) | 0.0886*** (0.0188) | 0.0885*** (0.0188) | 0.0880*** (0.0189) | |
| Constant | 0.603*** (0.189) | 1.654*** (0.0580) | 0.757*** (0.181) | 0.600*** (0.190) | 0.775*** (0.182) | 0.831*** (0.182) |
| Observations | 16,872 | 19,740 | 16,872 | 16,872 | 16,872 | 16,872 |
| Number of individuals | 3721 | 4359 | 3721 | 3721 | 3721 | 3721 |
The dependent variable is VACCINE. Each column presents a specification of Eq. (1). Dummies for occupations and place of residence were included, but their estimates are not shown here. Estimation method is the random effect model (RE). Robust standard errors are in parentheses assuming clustering at the individual level
***p < 0.01, **p < 0.05, *p < 0.1
Estimates of Eq. (2) with the consolidated data
| Variables | Full | No FAITHSQ*D_ISRAEL | No FAITH*D_ISRAEL | No controls, No FAITHSQ*D_ISRAEL | No controls, No FAITH*D_ISRAEL | No Interaction terms |
|---|---|---|---|---|---|---|
| 0.249*** (− 0.0614) | 0.257*** (− 0.0545) | 0.231*** (− 0.0559) | 0.381*** (− 0.0531) | 0.341*** (− 0.0548) | 0.260*** (− 0.0544) | |
| − 0.0375*** (− 0.0124) | − 0.0391*** (− 0.0108) | − 0.0340*** (− 0.0113) | − 0.0515*** (− 0.0106) | − 0.0441*** (− 0.0111) | − 0.0450*** (− 0.0104) | |
| − 0.0431 (− 0.12) | − 0.0615** (− 0.0264) | − 0.104*** (− 0.0255) | ||||
| − 0.00354 (− 0.0221) | − 0.0114** (− 0.00487) | − 0.0185*** (− 0.00469) | ||||
| 0.256* (− 0.131) | 0.274*** (− 0.0715) | 0.215*** (− 0.0557) | 0.496*** (− 0.0603) | 0.394*** (− 0.0418) | 0.158*** (− 0.0488) | |
| 0.112*** (− 0.00786) | 0.112*** (− 0.00786) | 0.112*** (− 0.00786) | 0.112*** (− 0.00786) | |||
| 0.00364*** (− 0.000374) | 0.00364*** (− 0.000374) | 0.00364*** (− 0.000374) | 0.00366*** (− 0.000374) | |||
| 0.0353*** (− 0.0049) | 0.0353*** (− 0.00489) | 0.0353*** (− 0.0049) | 0.0355*** (− 0.00489) | |||
| 0.0699*** (− 0.012) | 0.0699*** (− 0.012) | 0.0698*** (− 0.012) | 0.0682*** (− 0.0119) | |||
| 0.0584*** (− 0.0123) | 0.0583*** (− 0.0123) | 0.0584*** (− 0.0123) | 0.0581*** (− 0.0123) | |||
| 0.113*** (− 0.0106) | 0.113*** (− 0.0106) | 0.113*** (− 0.0106) | 0.113*** (− 0.0106) | |||
| − 0.0369 (− 0.0286) | − 0.037 (− 0.0286) | − 0.0368 (− 0.0286) | − 0.0378 (− 0.0286) | |||
| − 0.0336*** (− 0.00576) | − 0.0335*** (− 0.00575) | − 0.0336*** (− 0.00576) | − 0.0331*** (− 0.00575) | |||
(X10−2) | 0.0383*** (− 0.0059) | 0.0383*** (− 0.0059) | 0.0384*** (− 0.0059) | 0.0380*** (− 0.0058) | ||
| 0.0595* (− 0.0325) | 0.0593* (− 0.0325) | 0.0596* (− 0.0325) | 0.0557* (− 0.0325) | |||
| 0.00556 (− 0.00954) | 0.00554 (− 0.00953) | 0.00557 (− 0.00953) | 0.00402 (− 0.00956) | |||
| 0.0209* (− 0.0118) | 0.0208* (− 0.0118) | 0.0211* (− 0.0118) | 0.0219* (− 0.0118) | |||
| 0.0246** (− 0.0118) | 0.0247** (− 0.0118) | 0.0245** (− 0.0118) | 0.0244** (− 0.0118) | |||
| 0.00129 (− 0.0138) | 0.00123 (− 0.0138) | 0.00147 (− 0.0138) | 0.00197 (− 0.0138) | |||
| 0.0636*** (− 0.00784) | 0.0636*** (− 0.00785) | 0.0635*** (− 0.00785) | 0.0646*** (− 0.00783) | |||
| 0.0126* (− 0.00719) | 0.0125* (− 0.00719) | 0.0126* (− 0.00719) | 0.0124* (− 0.00719) | |||
| 0.0388*** (− 0.00917) | 0.0388*** (− 0.00917) | 0.0388*** (− 0.00917) | 0.0395*** (− 0.00916) | |||
| − 0.00202 (− 0.0143) | − 0.00201 (− 0.0143) | − 0.00204 (− 0.0143) | − 0.00222 (− 0.0143) | |||
| 0.00278 (− 0.014) | 0.00278 (− 0.014) | 0.00272 (− 0.014) | 0.00164 (− 0.014) | |||
| 0.00886 (− 0.00829) | 0.00886 (− 0.00829) | 0.00886 (− 0.00828) | 0.0086 (− 0.00829) | |||
| − 0.134*** (− 0.0361) | − 0.134*** (− 0.0361) | − 0.134*** (− 0.0361) | − 0.137*** (− 0.0361) | |||
| − 0.0315 (− 0.044) | − 0.0313 (− 0.044) | − 0.0319 (− 0.044) | − 0.0306 (− 0.0439) | |||
| − 0.137** (− 0.0563) | − 0.137** (− 0.0563) | − 0.137** (− 0.0563) | − 0.136** (− 0.0562) | |||
| − 0.083 (− 0.0762) | − 0.0831 (− 0.0762) | − 0.0824 (− 0.0762) | − 0.0786 (− 0.076) | |||
| − 0.100** (− 0.0433) | − 0.100** (− 0.0433) | − 0.100** (− 0.0433) | − 0.101** (− 0.0433) | |||
| 0.0506*** (− 0.0144) | 0.0506*** (− 0.0144) | 0.0506*** (− 0.0144) | 0.0454*** (− 0.0133) | 0.0454*** (− 0.0133) | 0.0508*** (− 0.0144) | |
| 0.101*** (− 0.0146) | 0.101*** (− 0.0146) | 0.101*** (− 0.0146) | 0.111*** (− 0.0137) | 0.111*** (− 0.0137) | 0.101*** (− 0.0146) | |
| − 0.121*** (− 0.0152) | − 0.121*** (− 0.0152) | − 0.121*** (− 0.0152) | − 0.137*** (− 0.0138) | − 0.137*** (− 0.0138) | − 0.121*** (− 0.0152) | |
| Constant | 0.758*** (− 0.172) | 0.750*** (− 0.168) | 0.774*** (− 0.169) | 1.894*** (− 0.0513) | 1.930*** (− 0.0521) | 0.754*** (− 0.168) |
| Observations | 21,812 | 21,812 | 21,812 | 25,344 | 25,344 | 21,812 |
| Individuals | 5616 |
The dependent variable is VACCINE. Estimation method is the random effect model (RE). Robust standard errors are in parentheses
***p < 0.01, **p < 0.05, *p < 0.1
Results of the Oaxaca decomposition
| Variables | Full | No control | ||||
|---|---|---|---|---|---|---|
| Endowment | Sensitivity | Interaction | Endowment | Sensitivity | Interaction | |
| 0.148*** (0.0237) | − 0.0412 (0.123) | − 0.0160 (0.0480) | 0.238*** (0.0234) | − 0.208* (0.121) | − 0.0802* (0.0466) | |
| − 0.120*** (0.0246) | − 0.0164 (0.0485) | − 0.0154 (0.0456) | − 0.174*** (0.0243) | 0.0237 (0.0478) | 0.0222 (0.0449) | |
| − 0.0812*** (0.00810) | − 0.113* (0.0640) | 0.0185 (0.0178) | ||||
| − 0.0247*** (0.00787) | − 0.934*** (0.215) | − 0.0446** (0.0224) | ||||
| 0.0762*** (0.0278) | − 0.00865 (0.0717) | − 0.0786** (0.0399) | ||||
| 0.119*** (0.0103) | 0.0599 (0.115) | − 0.0481** (0.0215) | ||||
| 0.0571** (0.0231) | 0.0615 (0.0506) | 0.0518 (0.0426) | ||||
| 0.0719*** (0.00577) | − 0.0751 (0.0784) | − 0.0123 (0.0128) | ||||
| − 0.0109* (0.00635) | 0.181*** (0.0587) | 0.0439*** (0.0143) | ||||
| − 6.78e−05 (0.00696) | − 0.0255 (0.0412) | 0.0170 (0.0313) | ||||
| 0.00208 (0.00188) | − 0.0706*** (0.0267) | − 0.000303 (0.00382) | 0.00136 (0.00194) | − 0.0950*** (0.0248) | − 0.00550 (0.00384) | |
| Total | 0.237*** (0.0336) | 0.204*** (0.0576) | − 0.0841 (0.0626) | 0.0648*** (0.00612) | 0.340*** (0.0226) | − 0.0635*** (0.0107) |
| Prediction Israel | 2.679*** (0.0203) | 2.651*** (0.0191) | ||||
| Prediction Japan | 2.322*** (0.00866) | 2.310*** (0.00796) | ||||
| Difference | 0.357*** (0.0220) | 0.341*** (0.0207) | ||||
| Constant | 1.187*** (0.301) | 0.619*** (0.0868) | ||||
| Observations | 21,812 | 21,812 | 21,812 | 25,344 | 25,344 | 25,344 |
Control variables were classified to nine groups as follows: COVID-19 represents: SEVERITY, PROB; ATTRIBUTE represents: D_MAN, AGE, AGESQ, MARRIED, N_FAMILY; CONFOUNDER represents: EDU, F_EDU, M_EDU, LIFE_15; PREFERENCE represents: ALTRUISM, TRUST, RA, BADHEALTH, BLOOD_TEST, OPTIMISTIC, EXP_BEST; OCCUPATION represents: PART_WORKER, HOUSEWIFE, STUDENT, OTHER_OC, NO_OC; WAVE represents: WAVE2, WAVE4, WAVE5
***p < 0.01, **p < 0.05, *p < 0.1