| Literature DB >> 34949019 |
Lin Song1, Yi Xue1, Yaqiong Jing2, Jincan Zhang3.
Abstract
China has been making efforts in nature conservation by developing a new national park system. Setting a fee-based entrance policy for the newly established national parks can be challenging without information on visitors' willingness to pay (WTP). Thus, this study aims to evaluate visitors' WTP entrance fees with a dataset of 1215 visitors collected in China's planned Qinling National Park (QNP). Using the double bounded dichotomous choice format of the contingent valuation method, we obtained the mean WTP for the entrance fee of QNP of 200 yuan. Visitors' demand becomes relatively inelastic at the recommended entrance fee of 160 yuan when the expected ticket revenue will reach its maximum of 13.8 billion yuan. Our study also indicates that visitors' WTP is significantly influenced by their gender difference, education level, income, number of trips to natural attractions, duration of stay, the intention of a future visit, and concern about commercial exploitation. Our empirical study provides insights into developing effective pricing policies and appropriate marketing strategies for China's new national park system.Entities:
Keywords: Qinling Mountains; contingent valuation; entrance fee; national park; willingness to pay
Mesh:
Year: 2021 PMID: 34949019 PMCID: PMC8706773 DOI: 10.3390/ijerph182413410
Source DB: PubMed Journal: Int J Environ Res Public Health ISSN: 1660-4601 Impact factor: 3.390
Figure 1The map of the proposed Qinling National Park.
Socio-economic, attitudinal, and biding characteristics of the respondents.
| Variables | Description | Statistics | |
|---|---|---|---|
| gender | Male = 0 | Frequency | 739 |
| Female = 1 | Frequency | 476 | |
| age | Age of the respondents divided into five categories | Mean | 2.406 |
| Std. dev. | 1.073 | ||
| From 18 to 25 = | Frequency | 267 | |
| From 26 to 35 = | Frequency | 449 | |
| From 36 to 45 = | Frequency | 262 | |
| From 46 to 55 = | Frequency | 213 | |
| Above55 = | Frequency | 24 | |
| education | Education level of the respondents divided into four categories | Mean | 2.984 |
| Std. dev. | 0.83 | ||
| Junior school or under = | Frequency | 64 | |
| Senior school = | Frequency | 236 | |
| Some college = | Frequency | 570 | |
| Post graduate school = | Frequency | 345 | |
|
| Shaanxi province = | Frequency | 992 |
| Outside shaanxi province = | Frequency | 223 | |
| income | Monthly per-capita income (in yuan) in the family divided into five categories | Mean | 2.215 |
| Std. dev. | 1.219 | ||
| Bellow 2000 = | Frequency | 467 | |
| From 2000 to 4000 = | Frequency | 277 | |
| From 4000 to 6000 = | Frequency | 289 | |
| From 6000 to 8000 = | Frequency | 107 | |
| Above 8000, +∞ = | Frequency | 75 | |
|
| Annual average number of trips to natural attractions divided into three categories | Mean | 1.784 |
| Std. dev. | 0.686 | ||
| Less than 3 trips = | Frequency | 446 | |
| 4 to 6 trips = | Frequency | 586 | |
| More than 6 trips = | Frequency | 183 | |
|
| The expected number of days of stay | Mean | 1.554 |
| Std. dev. | 0.942 | ||
|
| Travel with others = | Frequency | 450 |
| Travel alone = | Frequency | 765 | |
|
| Have no visit experience to Qinling Mountains = | Frequency | 309 |
| Have visit experience to Qinling Mountains = | Frequency | 906 | |
|
| Have no intention of a future visit = | Frequency | 191 |
| Have intention of a future visit = | Frequency | 1024 | |
|
| Concern about the commercial exploitation of natural resources in five-point Likert scales | Mean | 3.283 |
| Std. dev. | 1.289 | ||
| Not at all = | Frequency | 141 | |
| Slightly = | Frequency | 171 | |
| Somewhat = | Frequency | 397 | |
| Moderately = | Frequency | 215 | |
| Extremely = | Frequency | 291 | |
|
| Level of the government trust in five-point Likert scales | Mean | 3.765 |
| Std. dev. | 1.223 | ||
| Very untrusted = | Fren | 101 | |
| Relatively untrusted = | Frequency | 86 | |
| Average = | Frequency | 220 | |
| Relatively trusted = | Frequency | 398 | |
| Very trusted = | Frequency | 410 | |
|
| The initial bid randomly assigned to the respondent in yuan | Mean | 175.638 |
| Std. dev. | 56.27 | ||
|
| The second bid assigned following the initial bid in yuan | Mean | 184.979 |
| Std. dev. | 55.344 | ||
|
| “yes” and “yes” for the sequential questions | Frequency | 470 |
| “yes” and “no” for the sequential questions | Frequency | 251 | |
| “no” and “yes” for the sequential questions | Frequency | 208 | |
| “no” and “no” for the sequential questions | Frequency | 286 | |
Estimation results of the double bounded models.
| Variables | Model 1 | Model 2 | Model 3 |
|---|---|---|---|
|
| 197.951 *** (2.762) | 43.513 ** (19.878) | 38.772 ** (16.646) |
|
| 24.541 *** (5.300) | 24.547 *** (5.306) | |
|
| −1.481(2.398) | ||
|
| 11.282 *** (3.137) | 10.923 *** (3.130) | |
|
| 7.719(8.760) | ||
|
| 17.406 *** (2.193) | 17.310 *** (2.191) | |
|
| 9.501 ** (3.995) | 10.000 ** (3.942) | |
|
| 14.596 *** (3.811) | 16.554 *** (3.104) | |
|
| 0.271(5.324) | ||
|
| −6.774(5.912) | ||
|
| 25.993 *** (7.099) | 25.939 *** (7.104) | |
|
| 4.049 ** (2.005) | 4.091 ** (2.002) | |
|
| 1.317(2.117) | ||
| log likelihood | −1442.945 | −1365.069 | −1366.482 |
| L.R. chi2 | - | 155.75 *** | 152.93 *** |
Notes: Definition of the variables are shown in Table 1. The standard error of each estimated coefficient is presented in the parenthesis. *, ** and *** denote the significance at 10%, 5% and 1% levels, respectively. L.R. chi2 is the result of a likelihood-ratio test statistic, distributed chi-squared, to test the difference in model fit.
Mean willingness to pay according to the double-bounded models.
| Mean WTP | Mean | Std. Err. | 95% Conf. Interval | |
|---|---|---|---|---|
| Model 1 | 197.951 | 2.762 | 0.000 | from 192.538 to 203.365 |
| Model 2 | 200.176 | 11.448 | 0.000 | from 177.739 to 222.613 |
| Model 3 | 198.176 | 2.607 | 0.000 | from 193.067 to 203.286 |
Notes: Std. Err. is the standard error of the estimated mean WTP; p-value indicates the significant level; 95% Conf. Interval is the WTP interval associated with the 95% confidence level.
Figure 2Demand curve and expected revenue.
Figure 3Comparing the group means of the respondents’ Characteristics.