| Literature DB >> 33223570 |
Gizem Uzuner1, Sudeshna Ghosh2.
Abstract
In this study, the asymmetric Granger causality relationship between tourist arrivals and world pandemic uncertainty index is examined by controlling inflation, consumer confidence index, and industrial production for the period 2000M1 and 2020M1 in Italy. To the best of our knowledge, the current study is one of the few studies to investigate the relationship between tourist arrivals and world pandemic uncertainty in an asymmetric framework. The empirical results show that using the Granger causality test in a linear framework causes bias results due to misspecification. Therefore, the study relies on asymmetric Granger causality test results which reveal that the positive shock of world pandemic uncertainty Granger causes a negative shock of tourist arrivals. It is suggested that international tourist arrivals are sensitive to external shocks such as pandemics and in such instances the government of the concerned country can insulate the tourism-service and hospitality industry against the shocks by developing strategies to promote full information between all stakeholders. © Springer Nature B.V. 2020.Entities:
Keywords: COVID-19; Consumer confidence index; Industrial production; Inflation; Italy; Pandemics; Tourism; World uncertainty index
Year: 2020 PMID: 33223570 PMCID: PMC7668006 DOI: 10.1007/s11135-020-01074-7
Source DB: PubMed Journal: Qual Quant ISSN: 0033-5177
Summary statistics and the correlation analysis
| TA | CCI | INF | IP | WPU | |
|---|---|---|---|---|---|
| Observations | 241 | 241 | 241 | 241 | 241 |
| Mean | 5.8085 | 99.9851 | 1.7167 | 113.1137 | 0.1644 |
| Median | 5.8176 | 100.1818 | 1.8735 | 108.3000 | 0.0000 |
| Maximum | 6.1110 | 102.5156 | 4.0786 | 134.6000 | 7.0207 |
| Minimum | 5.4859 | 96.9582 | − 0.5587 | 96.1000 | − 1.9059 |
| Std. Dev | 0.1376 | 1.2201 | 1.0626 | 11.7845 | 0.7192 |
| Skewness | − 0.1292 | − 0.4225 | − 0.2278 | 0.1875 | 6.3383 |
| Kurtosis | 2.2756 | 2.8569 | 2.1268 | 1.4316 | 51.0231 |
| Jarque–Bera | 6.1509** | 7.3756** | 9.7398* | 26.1134* | 24,771.9100* |
| Probability | 0.0462 | 0.0250 | 0.0077 | 0.0000 | 0.0000 |
| Sum | 1393.7760 | 24,096.4100 | 413.7155 | 27,260.4000 | 39.6307 |
| Sum Sq. Dev | 4.5232 | 357.2634 | 271.0133 | 33,329.7000 | 124.1239 |
| TA | 1.0000 | ||||
| CCI | − 0.3842* | 1.0000 | |||
| INF | − 0.5873* | − 0.0276 | 1.0000 | ||
| IP | − 0.7264* | 0.5665 | 0.6449* | 1.0000 | |
| WPU | − 0.0495 | 0.0191 | 0.0315 | 0.0518 | 1.0000 |
*,**Show the significance level at 0.01 and 0.05
BDS non-linearity tests
| Variable | BDS statistic | Standard error | Probability |
|---|---|---|---|
| TA | 0.1272* | 0.0032 | 0.0000 |
| CCI | 0.1901* | 0.0046 | 0.0000 |
| INF | 0.1723* | 0.0031 | 0.0000 |
| IP | 0.1782* | 0.0026 | 0.0000 |
| WPU | 0.1525* | 0.0100 | 0.0000 |
*Denotes significance level at 0.01. The number of dimensions is 2
Toda–Yamamoto Granger causality test results
| Hypothesis | Chi-square P-value | Decision |
|---|---|---|
| CCI ≠ > TA | 0.9795 0.8062 | CCI ≠ > TA |
| INF ≠ > TA | 1.2837 0.7330 | INF ≠ > TA |
| IP ≠ > TA | 1.1194 0.7724 | IP ≠ > TA |
| WPU ≠ > TA | 4.6828 0.1966 | WPU ≠ > TA |
| TA ≠ > CCI | 1.8593 0.6021 | TA ≠ > CCI |
| INF ≠ > CCI | 5.5084 0.1381 | INF ≠ > CCI |
| IP ≠ > CCI | 7.4467*** 0.0589 | IP → CCI |
| WPU ≠ > CCI | 0.9647 0.8098 | WPU ≠ > CCI |
| TA ≠ > INF | 1.8593*** 0.0991 | TA → INF |
| CCI ≠ > INF | 3.6699 0.2994 | CCI ≠ > INF |
| IP ≠ > INF | 4.5288 0.2097 | IP ≠ > INF |
| WPU ≠ > INF | 0.6103 0.8941 | WPU ≠ > INF |
| TA ≠ > IP | 10.5768** 0.0142 | TA → IP |
| CCI ≠ > IP | 1.3511 0.7170 | CCI ≠ > IP |
| INF ≠ > IP | 5.9801 0.1126 | INF ≠ > IP |
| WPU ≠ > IP | 0.8967 0.8262 | WPU ≠ > IP |
| TA ≠ > WPU | 3.1799 0.3647 | TA ≠ > WPU |
| CCI ≠ > WPU | 3.8657 0.2763 | CCI ≠ > WPU |
| INFI ≠ > WPU | 0.9481 0.8138 | INFI ≠ > WPU |
| IP ≠ > WPU | 0.3918 0.9419 | IP ≠ > WPU |
The symbols “ ≠ > and → ” denote the non-Granger causality and unidirectional Granger causality relationship for the selected variables
**,***Indicate the 0.05 and 0.10 significance level. The optimal lag is selected as 3 by using SIC
Asymmetric causality test
| Hypothesis | Fisher statistic | P-value | Decision |
|---|---|---|---|
| WPU+ ≠ > TA+ | 1.896 | 0.388 | WPU+ ≠ > TA+ |
| WPU+ ≠ > TA− | 9.537* | 0.008 | WPU+ → TA− |
| WPU− ≠ > TA− | 0.446 | 0.800 | WPU− ≠ > TA− |
| WPU− ≠ > TA+ | 0.989 | 0.610 | WPU− ≠ > TA+ |
| TA+ ≠ > WPU+ | 0.669 | 0.716 | TA+ ≠ > WPU+ |
| TA+ ≠ > WPU− | 0.483 | 0.785 | TA+ ≠ > WPU− |
| TA− ≠ > WPU− | 1.619 | 0.445 | TA− ≠ > WPU− |
| TA− ≠ > WPU+ | 0.717 | 0.699 | TA− ≠ > WPU+ |
| INF+ ≠ > TA+ | 0.122 | 0.941 | INF+ ≠ > TA+ |
| INF+ ≠ > TA− | 0.429 | 0.807 | INF+ ≠ > TA− |
| INF− ≠ > TA− | 3.746 | 0.154 | INF− ≠ > TA− |
| INF− ≠ > TA+ | 3.472 | 0.176 | INF− ≠ > TA+ |
| TA+ ≠ > INF+ | 0.485 | 0.785 | TA+ ≠ > INF+ |
| TA+ ≠ > INF− | 5.086*** | 0.079 | TA+ → INF− |
| TA− ≠ > INF− | 1.675 | 0.433 | TA− ≠ > INF− |
| TA− ≠ > INF+ | 1.200 | 0.549 | TA− ≠ > INF+ |
| IP+ ≠ > TA+ | 3.217 | 0.200 | IP+ ≠ > TA+ |
| IP+ ≠ > TA− | 0.341 | 0.843 | IP+ ≠ > TA− |
| IP− ≠ > TA− | 0.079 | 0.961 | IP− ≠ > TA− |
| IP− ≠ > TA+ | 5.265*** | 0.072 | IP− → TA+ |
| TA+ ≠ > IP+ | 1.574 | 0.455 | TA+ ≠ > IP+ |
| TA+ ≠ > IP− | 0.757 | 0.685 | TA+ ≠ > IP− |
| TA− ≠ > IP− | 0.508 | 0.776 | TA− ≠ > IP− |
| TA− ≠ > IP+ | 3.187 | 0.168 | TA−− ≠ > IP+ |
| CCI+ ≠ > TA+ | 0.375 | 0.829 | CCI+ ≠ > TA+ |
| CCI+ ≠ > TA− | 10.244*** | 0.006 | CCI+ → TA− |
| CCI− ≠ > TA− | 1.382 | 0.501 | CCI− ≠ > TA− |
| CCI− ≠ > TA+ | 2.092 | 0.351 | CCI− ≠ > TA+ |
| TA+ ≠ > CCI+ | 0.371 | 0.831 | TA+ ≠ > CCI+ |
| TA+ ≠ > CCI− | 0.991 | 0.609 | TA+ ≠ > CCI− |
| TA− ≠ > CCI− | 8.254*** | 0.016 | TA− → CCI− |
| TA− ≠ > CCI+ | 1.431 | 0.489 | TA− ≠ > CCI+ |
The symbols “ ≠ > and → ” denote the non-Granger causality and unidirectional Granger causality relationship for the selected variables
**,***Indicate the 0.05 and 0.10 significance level. The optimal lag is selected as 3 by using Hatemi-J Criterion (HJC)
Variance inflation factors
| Date: 10/24/20 Time: 18:38 | |||
|---|---|---|---|
| Sample: 2000M01 2020M01 | |||
| Included observations: 241 | |||
| Variable | Coefficient | Uncentered | Centered |
| Variance | VIF | VIF | |
| IP | 1.14E−06 | 438.2494 | 4.686367 |
| INFL | 9.19E−05 | 11.11758 | 3.070671 |
| CCI | 5.83E−05 | 17,308.38 | 2.566213 |
| WPU | 0.000138 | 1.196231 | 1.136797 |
| C | 0.466904 | 13,873.24 | NA |