Ecology and Environmental Sciences ›› 2026, Vol. 35 ›› Issue (10): 1509-1521.DOI: 10.16258/j.cnki.1674-5906.2026.10.002

• Research Article [Ecology] • Previous Articles     Next Articles

Factors and Mechanisms Influencing the High-Quality Development of Forest Ecosystems in the Context of Smart Forestry

Jiang Yu(), Yin Jianhui*()   

  1. College of Economics and Management, Northeast Forestry University, Harbin 150040, P. R. China
  • Received:2026-04-13 Revised:2026-08-13 Accepted:2026-09-04 Online:2026-10-18 Published:2026-10-21

智慧林业背景下森林生态系统高质量发展影响因素及机制

姜钰(), 尹建辉*()   

  1. 东北林业大学经济管理学院, 黑龙江 哈尔滨 150040
  • 通讯作者: E-mail: jianhui0628@nefu.edu.cn
  • 作者简介:姜钰(1978年生),女,教授,博士,博士研究生导师,主要从事森林生态产业研究。E-mail: jiangy_lj@nefu.edu.cn
  • 基金资助:
    国家社会科学基金后期资助项目(25FJYB069)

Abstract:

[Objective] Against the backdrop of smart forestry, digital monitoring, low-altitude operations, information networks, and data-driven governance are reshaping how forest resources are protected, managed, and converted into ecological, economic, and social value. Nevertheless, the high-quality development of forest ecosystems (FEHQD) in China remains spatially uneven, while the dominant drivers, nonlinear responses, and transmission pathways linking technological support, factor allocation, ecological governance, and regional economic conditions have not been adequately clarified. This study evaluates regional disparities and the distributional evolution of FEHQD, identifies its principal influencing factors, and examines the pathways through which these factors are associated with FEHQD. [Methods] Using panel data for 31 provincial-level regions in China from 2005 to 2024, excluding Hong Kong, Macao, and Taiwan, this study integrates the Social-Ecological Systems framework, the Driver-Pressure-State-Impact-Response framework, and the Stochastic Impacts by Regression on Population, Affluence, and Technology framework to construct a multidimensional FEHQD evaluation system. The entropy-weighted Technique for Order Preference by Similarity to an Ideal Solution is used to calculate provincial FEHQD scores. Kernel density estimation is used to depict distributional dynamics, and the Dagum Gini coefficient decomposes disparities into within-region, between-region, and transvariation components. An eXtreme Gradient Boosting model interpreted using Shapley Additive Explanations (XGBoost-SHAP) identifies nonlinear influences, thresholds, interactions, and relative contributions. Partial least squares structural equation modeling (PLS-SEM), with 5000 bootstrap resamples, then assesses the direct and indirect relationships among five leading factors selected from the machine-learning results. [Results] The findings indicate that China’s FEHQD distribution shifted overall from lower levels toward medium and higher levels during the study period, but this improvement did not result in stable spatial convergence. National kernel density curves shifted rightward, gradually changed from a single-peak to a multi-peak pattern, and developed a longer right tail, indicating both an expanding group of higher-performing provinces and persistent stratification. The eastern region experienced the most pronounced rightward shift and developed a relatively stable high-level cluster, although its bimodal pattern reveals internal polarization. The central region advanced more steadily and retained comparatively stronger internal coordination, whereas the western and northeastern regions exhibited increasingly visible multimodal differentiation. Consistent with these patterns, the overall Dagum Gini coefficient rose, with fluctuations, from 0.058 in 2005 to 0.083 in 2024, after reaching its sample-period maximum of 0.117 in 2012. Since 2018, it has fluctuated within a relatively narrow range of 0.079-0.093, remaining above its initial value and providing no evidence of stable convergence. Western China generally recorded the greatest within-region inequality, while the western-northeastern and eastern-western gaps remained comparatively large. More importantly, the contribution of transvariation density increased from 38.730% in 2005 to 57.114% in 2024, whereas the between-region contribution declined from 33.138% to 14.149%; the within-region contribution remained near 28%. Thus, the current disparity is driven less by simple differences between regional averages than by cross-regional overlap, distributional dislocation, and the coexistence of leading and lagging provinces within conventional regional divisions. The XGBoost model achieved an R2 of 0.994 for the training set and 0.823 for the test set, demonstrating substantial out-of-sample explanatory capacity while also warranting caution because of the gap between training and test performance. SHAP results show that the coordination degree of forestry elements (CCD) is the most important factor, contributing for 26.44%, followed by economic development level (EDL) at 24.35% and the low-altitude economy (LAE) at 12.09%; together, these three factors account for 62.88% of total importance. Forestry capital productivity improvement (LCPI), land productivity improvement (LPI), forestry labor productivity improvement (LFPI), and information transmission infrastructure upgrading (ITIU) contribute 10.51%, 7.09%, 7.01%, and 6.34%, respectively. Forest pest control (FPC) and fiscal support for forestry (FFS), with shares of 3.25% and 2.92%, respectively, play smaller but still relevant safeguarding roles. These rankings show that FEHQD depends primarily on coordinated factor allocation and economic capacity, while technological infrastructure, productivity, fiscal support, and ecological governance provide complementary conditions. SHAP dependence plots further reveal pronounced nonlinearity and stage dependence. LAE has predominantly negative SHAP values below approximately 0.60 but rises rapidly thereafter, implying that low-altitude monitoring, unmanned aerial vehicle patrols, and disaster identification generate discernible benefits only after applications and supporting conditions reach sufficient scale. CCD shifts from predominantly negative to positive at approximately 0.40 and remains strongly positive above 0.60, confirming a coordination threshold among land, labor, and capital. LCPI shows an increasingly positive contribution, whereas LPI generally declines as its value rises, suggesting that output-oriented land intensification may conflict with ecological carrying capacity. LFPI follows a decline-then-rise pattern; ITIU initially declines and later recovers without displaying a consistently positive contribution; FFS shows diminishing marginal returns; EDL rises continuously; and FPC fluctuates around zero, consistent with a stabilizing rather than growth-driving function. Pairwise SHAP results also identify reinforcing interactions among LAE, ITIU, LCPI, CCD, and EDL. The PLS-SEM results clarify that high predictive importance does not necessarily imply a strong direct path. EDL has the strongest positive direct relationship with FEHQD (β = 0.669, p < 0.001), followed by CCD (β = 0.512, p < 0.001) and LCPI (β = 0.218, p < 0.001). In contrast, LPI is negatively related to FEHQD (β = −0.096, p < 0.001). LAE has no significant direct relationship with FEHQD (β = −0.030, p = 0.242), despite ranking third in SHAP importance; instead, it is strongly associated with EDL (β = 0.747, p < 0.001) and positively associated with LCPI (β = 0.164, p = 0.003), indicating an indirect, condition-dependent role. EDL is also associated with LCPI (β = 0.126, p = 0.045) and LPI (β = 0.384, p < 0.001), showing that economic foundations operate both directly and through productivity channels. These results support a mechanism in which smart-forestry applications require economic and industrial support, while coordinated allocation determines whether technology and investment translate into durable ecological outcomes. [Conclusion] This study contributes by unifying three complementary theoretical frameworks and linking comprehensive evaluation, disparity decomposition, interpretable machine learning, and structural pathway analysis. In practical terms, China should replace uniform interventions with region-specific governance; embed low-altitude technologies and information networks in forest inventory, pest monitoring, fire warning, and precision management; coordinate land, labor, capital, technology, and fiscal investment; and prevent productivity expansion from exceeding ecological constraints. Particular attention should be directed toward lagging and internally polarized provinces rather than relying only on broad east-central-west-northeast classifications. Overall, improving FEHQD requires a policy portfolio that combines economic capacity, efficient capital use, cross-factor coordination, and routine ecological risk governance.

Key words: smart forestry, forest ecosystem, high-quality development, influencing factors

摘要:

【目的】揭示智慧林业背景下中国森林生态系统高质量发展水平的分布演进、区域差异、影响因素及机制。【方法】基于2005-2024年中国31省(市、不包括港、澳、台地区)面板数据,融合SES、DPSIR和STIRPAT分析框架,构建森林生态系统高质量发展水平评价指标体系,运用核密度估计、Dagum基尼系数、XGBoost-SHAP模型和PLS-SEM模型进行系统分析。【结果】1)森林生态系统高质量发展水平呈现区域不均衡特征,整体分布由低水平向中高水平演进,2024年总体基尼系数为0.083,差异主要来自超变密度,贡献率为57.114%。2)XGBoost-SHAP显示,要素协同度、经济发展水平、低空经济贡献率居前,分别约为26.44%、24.35%和12.09%,主要因素存在非线性和交互放大效应。3)机制分析表明,经济发展水平、要素协同度和林业资本生产效率提升对森林生态系统高质量发展具有较强的直接或间接影响,低空经济更多通过经济发展水平、林业资本生产效率发挥作用。【结论】应因地制宜推进区域协调发展,实施分区治理,推动低空经济、信息基础设施、要素协同和生态治理联动,以促进森林生态系统高质量发展,并为智慧林业分区施策与机制优化提供理论和实证依据。

关键词: 智慧林业, 森林生态系统, 高质量发展, 影响因素

CLC Number: