3.1. Study Area
According to the Fourth National Survey on Giant Panda released by the National Forestry and Grassland Administration of China, the China Giant Panda Nature Reserve involves 196 townships of 49 counties (county-level cities and districts) of 17 cities in Sichuan, Shaanxi, and Gansu provinces, covering an area of giant panda habitat of nearly 1.39 million hectares. Thus far, 67 giant panda nature reserves have been set up across the country, and 53.8% of giant panda habitats and 66.8% of wild giant panda populations have been effectively protected in these nature reserves, which are mainly distributed in Qinling, Minshan, Qionglai, Daxiangling, XiaoXiangling, and Liangshan Mountains.
Among these reserves, this paper chose Wolong Reserve as an example, because it has advanced concepts in terms of ecological protection and people’s livelihood development. Sichuan Wolong National Nature Reserve was established in 1963 with an area of 2000 km
2, located in Wenchuan County, Aba Tibetan and Qiang Autonomous Prefecture, Sichuan Province. It is a comprehensive national-level reserve focusing on protecting rare wild animals and plants such as giant pandas and their alpine forest ecosystems. In 1983, with the approval of the State Council, the Wolong Special Administrative Region of Wenchuan, Sichuan Province, was established within the jurisdiction of the protected area. The special administrative region governs 26 villager groups across six villages in two towns of Wolong and Gengda. There are 148 wild giant pandas in the reserve, making it the nature reserve with the most wild giant pandas in the country. There are also 96 species of rare animals and plants under national key protection, such as
Davidia involucrata Baill. The location of the reserve is shown in
Figure 2.
The town of Wolong has jurisdiction over three administrative villages (Zumushan, Wolongguan, and Zhuangjinglou) and nine groups of villagers, belonging to the Tibetan, Qiang, and Han ethnic communities. The town of Gengda also has jurisdiction over three administrative villages (Gengda, Xingfu, and Longtan) and 17 groups of villagers. We selected two villages from each of the two towns for our survey, namely, Zumushan and Gengda, because these two villages belong to different towns, but their development situation is not the same, making the comparison in the study more meaningful. Through field investigation, we summarized the utilization of forest resource in these two villages, as shown in
Table 1.
3.2. Data Sources and Processing
The data in this paper were derived from a questionnaire conducted by the research group from July 2018 to May 2019 and form cross-sectional data. This questionnaire was distributed to 17 randomly selected reserves in Sichuan and Shaanxi provinces, which involved different levels of reserves, resulting in 943 returned questionnaires of peasant households, providing the basis for this study. The specific research area and sample distribution are shown in
Table 2.
Based on the summary of the selected 17 giant panda nature reserves, descriptive statistics of their forest resource utilization were obtained, as shown in
Table 3.
Table 3 summarizes the general situation of farmers’ forestry resource utilization and the time change trend over the past five years. First, 39.7% of the rural households still live in protected areas. The average income of the farmers’ forestry (including economic forest income and timber forest income) is 1855 yuan, which still occupies an important position in the composition of their income. In addition, from the perspective of the time trend, compared to five years ago, farmers’ forestry resource utilization behavior has decreased from 0.867 to 0.817; meanwhile, the per capita household energy consumption expenditure has increased with the improvement of living standards in recent years. However, due to the policy of "replacing fuelwood with electricity," villagers are subsidized with electricity (0.1 yuan /KWH), which has greatly reduced their demand for fuelwood, so the amount of fuelwood collected has decreased from 717.951 to 551.174 kg; correspondingly, the household energy dependence has decreased from 0.393 to 0.258. In contrast, it is noteworthy that the per capita amount of WHF collected has increased from 27.317 to 33.512 kg, indicating that the farmers’ forest resource utilization patterns have changed during the past five years.
According to the descriptive statistical results in
Table 3, it can be found that there are large individual differences in the utilization of forestry resources among farmers, as well as differences in time variations. Although the farmer survey of this project covers many aspects of farmers’ production and life in a wide range of areas, it cannot provide more support to explain this phenomenon. Moreover, fixed questionnaires can’t make more free conversations and supplementary inquiries with farmers on this issue, and it is difficult to make valuable complex discussions within the limited interview time. Semi-structured interview has a high degree of flexibility, which can adjust the interview questions according to the interview outline or ask in-depth questions according to the interviewees’ answers. It is more suitable for qualitative research on the motivation of resource utilization behavior.
In order to further explore the transformation of peasant household forest resource utilization patterns, our research group selected one representative nature reserve from the 17 previously investigated nature reserves and conducted semi-structured interviews in 2019. Wolong Nature Reserve was selected because of its early development time and the relatively mature and stable forestry resource utilization mode formed by stakeholders around the nature reserve in the long-term. Therefore, this reserve serves as a representative sample, making the conclusion more valuable for use and promotion.
Due to the reasons above, this paper conducted in-depth interviews with different stakeholders in two villages of Wolong Nature Reserve.
Table 4 shows the basic characteristics of the stakeholders.
3.3. Participatory Scenario of Forest Resources Utilization
The participatory scenario method is often used to imagine what the future will look like and to explain the uncertainty associated with it [
45]. This method requires participants with different backgrounds to participate in the process of interactive dialogue, exchanging their views and cultivating their ability to communicate and think together; through this participatory situational seminar, different possible future situations can be simulated and the best situation can be chosen [
46].
The participatory scenario analysis framework adopted in the article should ensure that the generated scenario interacts among the factors that promote forest resource utilization decision making, the factors that affect the behavior of farmers, and the factors of social and economic development, and should also ensure that the expectations of future development results are consistent. At the core of situation construction is “exploring the potential future under various conditions” [
47], which starts from a set of assumptions about the initial state of the researched object and its environment, and builds a situation based on a chain of reasoning rooted in logic, empirical rules, models, etc. The final situation is composed of state, specific operation steps, and results, and the state of the situation should be assumed to be within a fixed time range. The implementation steps are shown in
Figure 3.
Since different stakeholders have different goals for forest resource utilization and they make different decisions for different influencing factors, the construction of forest resource utilization scenarios is divided into five steps. The first is sorting out the historical process of village development, at which nodes of the time axis and the changes that have taken place have played an important role in the utilization of forest resources. Second is summarizing the utilization of forest resources in the village, involving all stakeholders present in the production of the map, letting them once again systematically sort out the details of the village, and further reviewing the differences and changes in the use of forest resources in the village. Third is integrating the key driving factors considered by different stakeholders to cause changes in the use of forest resources. Fourth is simulating possible forest resource utilization scenarios. The final step is determining the situation chosen by most stakeholders and discussing, with ordinary farmers in groups, the best way to achieve the conditions that the optimal situation should have.
3.4. Method of Data Analysis
Due to the complexity and uncertainty of scenario simulation and the vagueness of stakeholder thinking in decision making in forest resource utilization scenarios, the decisions made by stakeholders often cannot be expressed in specific numerical values, and interests are related. Differences in an individual’s own conditions and external environment produce different behavioral preferences, leading to different decision-making results [
48], so this article attempted to introduce the multi-attribute decision-making theory on the basis of the participatory scenario analysis framework. When the attribute weight is completely unknown, the behavioral preference problem should be considered in decision making, and then the uncertain multi-attribute decision-making problem in which the behavior matrix and the preference information matrix are both triangular fuzzy numbers should be studied and the situational decision should be reflected in a more objective way.
First, the behavior matrix method is used [
48,
49], which is a way to organize the forest management profession. In the construction of the behavior matrix, we need to distinguish between different types of stakeholders and combine a descriptive and easy-to-trace method to provide ways to change the way forest resource are used, and to simulate the forestry development model. In the initial behavior matrix, different combinations of forest resource utilization methods can be subjectively formed from different sources of information, such as stakeholder types, stakeholder attitudes toward forest resource utilization, stakeholder beliefs and behaviors, and local traditional knowledge. The statistical results can simulate different situations and can be compared to the status quo.
In actual scenario simulation, four to five scenarios are simulated according to the specific situation. The method proposed in this article is based on the assumption of structural stability, that is, the rationality of stakeholders and their social structure will not undergo sudden major changes in the future. Next, quantitative analysis is performed based on the behavior matrix.
For a multi-attribute decision problem, assuming that the solution matrix is
, the attribute matrix is
, the solution
with an attribute value
under the condition of attribute is
, and
is a triangular fuzzy number, which forms a decision matrix
. Decision-makers have certain subjective preferences for the solution
. Let the subjective preference value also be the triangular fuzzy number
,
, and
. Common attribute types include the benefit and cost types. In this study, we considered the normalized treatment results of the benefit type, because we needed to find a way to maximize the benefits of forest resource utilization for farmers in the reserves. Let
be the benefit-type subscript set, and
. To eliminate the influence of different physical dimensions on decision-making results, according to the standardized processing method, we can obtain the normalized matrix
,
, and:
The attribute value here can be regarded as the objective preference value of the decision-maker for the solution under the attribute .
As described above, the fuzzy decision matrix is transformed into the normalized decision matrix according to Formula (1).
Then, the normalized decision matrix
can be transformed into a decision matrix with behavioral preferences in Formula (2).
and
can be regarded as the objective preference value of the solution under the attribute when the decision-maker’s behavioral preference is .
The subjective preference value
can also be transformed into the subjective preference value with behavioral preference:
The weight vector of each attribute
can be determined, supposing the weight vector
has been obtained. Then, the comprehensive attribute value of each scheme is:
Due to various conditions, there is often a certain deviation between the subjective and objective preferences of decision-makers. If the bias between the objective preference for the property
and the subjective preference for
is expressed as the variance
:
Then, the total deviation between objective preference value
and subjective preference value
for all attributes of solution
is
. In order to make the decision reasonable, the choice of attribute weight vector
should minimize the total deviation between the decision-maker’s subjective and objective preferences. To this end, the following single-objective optimization model was established:
For the solution of this model, the partial derivative of the Lagrange function
is taken, and the order is:
and the solution is
According to Formulas (3) and (8), the comprehensive attribute evaluation value of each solution
can be obtained:
According to the different behaviors of decision-makers, and according to the comprehensive attribute evaluation value , the various solutions are sorted and selected by , and the larger the better.