| Literature DB >> 35643211 |
Christian Ritzel1, Jeanine Ammann2, Gabriele Mack2, Nadja El Benni3.
Abstract
In 2020, the first COVID-19 lockdowns resulted in food panic buying and excessive food stockpiling across many countries around the world. Many governments recommend keeping emergency food stocks for three to ten days for times of potential shortages in food supply. Based on data from an online survey conducted among Swiss inhabitants, we investigated the effect of knowledge level and stockpiling behaviour according to governmental stockpiling recommendations in normal times on the decision to build up more food stocks than usual during the first lockdown in 2020. For this purpose, we applied a combination of latent class analysis and logistic regression. Latent classes were constructed based on knowledge level and stockpiling behaviour according to governmental stockpiling recommendations in normal times. Subsequently, the information on class membership was used as predictor of the decision to excessively stockpile food during the first lockdown. The variable "class membership" revealed that respondents with a low knowledge level and food stocks below governmental recommendations in normal times had a 7.6 percentage points lower probability of excessively stockpiling food during the first lockdown than respondents with a high knowledge level and recommended food stocks in normal times. Excessive stockpiling was additionally driven by the worry that certain food products would disappear from the supermarket shelves entirely or would be in short supply. Moreover, regression results revealed that respondents who reduced their shopping frequency during the first lockdown in 2020 showed a higher probability of building up more food stocks than usual. Our findings are crucial for food suppliers and policymakers to understand the drivers of panic buying and to prevent this phenomenon in future crises.Entities:
Keywords: COVID-19 lockdown; Fear of shortage; Latent class analysis; Panic buying; Shopping frequency
Mesh:
Year: 2022 PMID: 35643211 PMCID: PMC9132683 DOI: 10.1016/j.appet.2022.106089
Source DB: PubMed Journal: Appetite ISSN: 0195-6663 Impact factor: 5.016
Fig. 1Theoretical framework depicting the influence of the latent construct and further independent variables on the decision to excessively stockpile food during the first lockdown in 2020.
Frequency distributions for variables used in the LCA including answer options with value = 98 and value = 99
| Description | Item values | Frequency | |
|---|---|---|---|
| Item | |||
| 1 | Do you know the recommendations of the FONES regarding stockpiling (per person: food stockpiling for one week and 9 L [one sixpack] of water or further non-alcoholic beverages)? | 1 = Yes, already before the pandemic | 314 (30.5%) |
| 2 = Yes, since the pandemic | 165 (16.1%) | ||
| 3 = No | 549 (53.4%) | ||
| 2 | Did you already build up household stocks of | 1 = Yes, always | 330 (32.1%) |
| 2 = Yes, mostly | 391 (38.4%) | ||
| 3 = No | 263 (25.6%) | ||
| 98 = I do not know | 41 (4.0%) | ||
| 99 = I do not want to answer | 3 (0.3%) | ||
| 3 | Did you already build up household stocks of | 1 = Yes, always | 250 (24.3%) |
| 2 = Yes, mostly | 254 (24.7%) | ||
| 3 = No | 480 (46.7%) | ||
| 98 = I do not know | 40 (3.9%) | ||
| 99 = I do not want to answer | 4 (0.4%) | ||
Frequency distributions for variables used in the regression analysis including answer options with value = 98 and value = 99
| Frequency | |
|---|---|
| Binary dependent variable: Did you stockpile more food than usual between March 13 and April 26? | |
| 1 = Yes, more stockpiling than usual | 505 (49.1%) |
| 0 = No, not more stockpiling than usual | 523 (50.9%) |
| 1 = Men | 502 (48.8%) |
| 0 = Women | 526 (51.2%) |
| 1 = Large city | 203 (19.8%) |
| 2 = Small or medium-sized city | 381 (37.1%) |
| 3 = Village | 444 (43.2%) |
| 1,026 (99.8%) | |
| 99 = I do not want to answer | 2 (0.2%) |
| 1 = Less than CHF 4,500 | 140 (13.6%) |
| 2 = CHF 4,500 to CHF 6,000 | 189 (18.4%) |
| 3 = CHF 6,001 to CHF 7,500 | 128 (12.5%) |
| 4 = CHF 7,501 to CHF 9,000 | 130 (12.7%) |
| 5 = CHF 9,001 to CHF 12,000 | 142 (13.8%) |
| 6 = CHF 12,001 to CHF 15,000 | 82 (8.0%) |
| 7 = More than CHF 15,000 | 52 (5.1%) |
| 98 = I do not know | 31 (3.0%) |
| 99 = I do not want to answer | 134 (13.0%) |
| 1 = Compulsory education | 39 (4.1%) |
| 2 = Basic vocational education | 360 (33.9%) |
| 3 = Secondary school | 178 (16.6%) |
| 4 = Higher vocational education | 168 (17.3%) |
| 5 = University | 275 (28.2%) |
| 99 = I do not want to answer | 8 (0.8%) |
| 1 = German-speaking Switzerland | 370 (37.0%) |
| 2 = French-speaking Switzerland | 455 (47.3%) |
| 3 = Italian-speaking Switzerland | 203 (15.7%) |
| 1 = Yes | 288 (28.0%) |
| 2 = No | 673 (65.5%) |
| 98 = I do not know | 63 (6.1%) |
| 99 = I do not want to answer | 4 (0.4%) |
| 1 = Yes, very | 79 (7.7%) |
| 2 = Yes, a little bit | 369 (35.9%) |
| 3 = No | 577 (56.1%) |
| 99 = I do not want to answer | 3 (0.3%) |
| 1 = Yes | 576 (56.0%) |
| 0 = No | 452 (44.0%) |
| 1 = Yes | 399 (38.8%) |
| 0 = No | 629 (61.2%) |
| 1 = No, the same frequency | 393 (38.2%) |
| 2 = Yes, more frequently | 109 (10.6%) |
| 3 = Yes, lower frequency | 466 (45.3%) |
| 4 = Someone else shops for me | 47 (4.6%) |
| 98 = I do not know | 11 (1.1%) |
| 99 = I do not want to answer | 2 (0.2%) |
Nominal-scaled items used for the latent class analysis.
| Item | Description | Item values | Frequency |
|---|---|---|---|
| 1 | Do you know the recommendations of the government regarding stockpiling (per person: food stockpiling for one week and 9 L [one sixpack] of water or further non-alcoholic beverages)? | 1 = Yes, before the pandemic | 251 (32.8%) |
| 2 = Yes, since the pandemic | 129 (16.9%) | ||
| 3 = No | 385 (50.3%) | ||
| 2 | Did you already build up household stocks of | 1 = Yes, always | 256 (33.5%) |
| 2 = Yes, mostly | 301 (39.4%) | ||
| 3 = No | 208 (27.2%) | ||
| 3 | Did you already build up household stocks of | 1 = Yes, always | 190 (24.8%) |
| 2 = Yes, mostly | 195 (25.5%) | ||
| 3 = No | 380 (49.7%) |
Variables used for the logistic regression.
| Mean (Std. dev.) | Frequency | |
|---|---|---|
| Binary dependent variable: Did you stockpile more food than usual between March 13 and April 26? | ||
| 1 = Yes, more stockpiling than usual | 374 (48.9%) | |
| 0 = No, no more stockpiling than usual | 391 (51.1%) | |
| 1 = Men | 395 (51.6%) | |
| 0 = Women | 370 (48.4%) | |
| 1 = Large city | 149 (19.5%) | |
| 2 = Small or medium-sized city | 274 (35.8%) | |
| 3 = Village | 342 (44.7%) | |
| 2.5 (1.2) | ||
| 3.6 (1.8) | ||
| 1 = Less than CHF 4,500 | 120 (15.7%) | |
| 2 = CHF 4,500 to CHF 6,000 | 160 (20.9%) | |
| 3 = CHF 6,001 to CHF 7,500 | 116 (15.2%) | |
| 4 = CHF 7,501 to CHF 9,000 | 119 (15.6%) | |
| 5 = CHF 9,001 to CHF 12,000 | 125 (16.3%) | |
| 6 = CHF 12,001 to CHF 15,000 | 76 (9.9%) | |
| 7 = More than CHF 15,000 | 49 (6.4%) | |
| 3.3 (1.3) | ||
| 1 = Compulsory education | 31 (4.1%) | |
| 2 = Basic vocational education | 259 (33.9%) | |
| 3 = Secondary school | 127 (16.6%) | |
| 4 = Higher vocational education | 132 (17.3%) | |
| 5 = University | 216 (28.2%) | |
| 1 = German-speaking Switzerland | 283 (37.0%) | |
| 2 = French-speaking Switzerland | 362 (47.3%) | |
| 3 = Italian-speaking Switzerland | 120 (15.7%) | |
| 1 = Yes | 239 (31.2%) | |
| 0 = No | 526 (68.8%) | |
| 1 = Yes, very | 53 (6.9%) | |
| 2 = Yes, a little bit | 274 (35.8%) | |
| 3 = No | 438 (57.3%) | |
| 1 = Yes | 431 (56.3%) | |
| 0 = No | 334 (43.7%) | |
| 1 = Yes | 295 (38.6%) | |
| 0 = No | 470 (61.4%) | |
| 1 = No, the same frequency | 297 (38.8%) | |
| 2 = Yes, more frequently | 79 (10.3%) | |
| 3 = Yes, lower frequency | 363 (47.5%) | |
| 4 = Someone else shops for me | 26 (3.4%) | |
Fig. 2Combination of (1) latent class analysis and (2) logistic regression.
Comparative model fit criteria of the latent class analysis.
| Number of Classes | Akaike Information Criterion | Bayesian Information Criterion | Log-Likelihood |
|---|---|---|---|
| 2 | 4,650 | 4,711 | −2,313 |
| 3 | 4,612 | 4,704 | −2,286 |
| 4 | Convergence not achieved | ||
Fig. 3Relative frequencies of the response options for Item 1, “Governmental recommendations known”; Item 2, “Food stocks”; and Item 3, “Beverage stocks” for Class 1.
Fig. 4Relative frequencies of the response options for Item 1, “Governmental recommendations known”; Item 2, “Food stocks”; and Item 3, “Beverage stocks” for Class 2.
Fig. 5Relative frequencies of the response options for Item 1, “Governmental recommendations known”; Item 2, “Food stocks”; and Item 3, “Beverage stocks” for Class 3.
Results of the logistic regression with the binary dependent variable that takes the value of 1 if a respondent built up more food stocks than usual during the first lockdown in 2020 and 0 otherwise.
| Independent variable | Coefficient (Standard error) | Average marginal effect (Standard error) |
|---|---|---|
| 2 = Uninformed & mostly following stockpiling recommendations in normal times | 0.054 (0.259) | 0.010 (0.048) |
| 3 = Uninformed & rarely following stockpiling recommendations in normal times | −0.407** (0.200) | −0.076** (0.037) |
| −0.729*** (0.171) | −0.139*** (0.032) | |
| 2 = Small or medium-sized city | 0.140 (0.244) | 0.026 (0.046) |
| 3 = Village | −0.303 (0.239) | −0.057 (0.045) |
| 0.100 (0.083) | 0.019 (0.016) | |
| 2 = CHF 4,500 to CHF 6,000 | −0.114 (0.289) | −0.021 (0.054) |
| 3 = CHF 6,001 to CHF 7,500 | 0.156 (0.316) | 0.029 (0.059) |
| 4 = CHF 7,501 to CHF 9,000 | 0.107 (0.324) | 0.020 (0.060) |
| 5 = CHF 9,001 to CHF 12,000 | −0.101 (0.331) | −0.018 (0.062) |
| 6 = CHF 12,001 to CHF 15,000 | 0.013 (0.392) | 0.002 (0.073) |
| 7 = More than CHF 15,000 | 0.102 (0.428) | 0.019 (0.080) |
| 2 = Basic vocational education | −1.334*** (0.482) | −0.240*** (0.078) |
| 3 = Secondary school | −1.309*** (0.508) | −0.235*** (0.083) |
| 4 = Higher vocational education | −1.326*** (0.511) | −0.238*** (0.084) |
| 5 = University | −1.221** (0.500) | −0.218** (0.081) |
| 2 = French CH | 0.252 (0.196) | 0.047 (0.037) |
| 3 = Italian CH | 0.402 (0.266) | 0.075 (0.050) |
| 0.069 (0.206) | 0.013 (0.038) | |
| 2 = Yes, a little bit | −0.014 (0.354) | −0.003 (0.067) |
| 3 = No | −1.145*** (0.350) | −0.226*** (0.067) |
| −0.153 (0.202) | −0.028 (0.038) | |
| 0.264 (0.200) | 0.049 (0.037) | |
| 2 = Yes, more frequently | −0.909*** (0.294) | −0.177*** (0.061) |
| 3 = Yes, lower frequency | 0.872*** (0.283) | 0.184*** (0.060) |
| 4 = Someone else shops for me | 0.078 (0.515) | 0.017 (0.111) |
| 765 | ||
| 0.200 | ||
***p ≤ 0.01, **p ≤ 0.05, *p ≤ 0.10.