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林业科学 ›› 2026, Vol. 62 ›› Issue (5): 69-79.doi: 10.11707/j.1001-7488.LYKX20250344

• 研究论文 • 上一篇    下一篇

基于随机森林的大兴安岭中部天然林更新数量影响因素识别

田栋元,刘兆刚,姜立春,董灵波*()   

  1. 东北林业大学林学院 森林生态系统可持续经营教育部重点实验室 哈尔滨 150040
  • 收稿日期:2025-05-29 修回日期:2026-03-10 出版日期:2026-05-10 发布日期:2026-05-12
  • 通讯作者: 董灵波 E-mail:farrell0503@126.com
  • 基金资助:
    “十四五”国家重点研发计划课题(2022YFD2200502)。

Identification of the Influencing Factors on the Regeneration Quantity of Natural Forests in the Central Part of Daxing’anling Mountains Based on Random Forest

Dongyuan Tian,Zhaogang Liu,Lichun Jiang,Lingbo Dong*()   

  1. Key Laboratory of Sustainable Forest Ecosystem Management of Ministry of Education College of Forestry, Northeast Forestry University Harbin 150040
  • Received:2025-05-29 Revised:2026-03-10 Online:2026-05-10 Published:2026-05-12
  • Contact: Lingbo Dong E-mail:farrell0503@126.com

摘要:

目的: 构建随机森林模型,识别大兴安岭中部地区天然林更新数量的关键影响因素,为该地区森林的可持续经营提供理论依据。方法: 基于新林林业局翠岗林场、新林林场和壮志林场共96块标准样地调查数据,从林分特征、立地条件、土壤条件、林木大小多样性、物种多样性和林分空间结构6方面选取29个基础指标,采用Poisson模型、负二项模型和随机森林算法分别构建兴安落叶松和白桦更新数量模型;经模型选优后,应用OOB置换法确定候选变量对兴安落叶松和白桦更新数量的贡献。结果: 十折交叉检验表明,随机森林更新数量预测模型精度显著高于Poisson模型和负二项模型,其中兴安落叶松和白桦随机森林更新数量模型的均方根误差(RMSE)分别为482和682 tree·hm?2,平均绝对误差(MAE)分别为377和460 tree·hm?2。经OOB置换法得出各变量的相对重要性,其中对兴安落叶松更新数量重要的变量依次为胸径Shannon指数(17.57%)、胸径Pielou均匀度指数(16.88%)、单位蓄积量(13.29%)、胸径Simpson指数(12.92%)和林分平均胸径(12.91%);对白桦更新数量重要的变量依次为胸径Shannon指数(18.53%)、胸径Pielou均匀度指数(16.13%)、草本盖度(12.62%)、林分平均胸径(12.34%)和灌木盖度(11.31%)。结论: 林木大小多样性和林分密度是大兴安岭中部地区天然林更新数量的重要影响因子,可通过抚育间伐或补植方式确保科学合理的林分密度,进而促进天然更新和森林生态系统的自然演替。

关键词: 特征变量筛选, 随机森林, 更新, 数量预测模型

Abstract:

Objective: This study aims to explore and identify key factors influencing the quantity of natural forest regeneration by developing a random forest model, so as to provide a theoretical basis for the sustainable management of natural forests in the central of Daxing’anling region. Method: Based on the survey data from 96 standard sample plots in Cuigang forest farm, Xinlin forest farm, and Zhuangzhi forest farm under the Xinlin Forestry Bureau, 29 basic indicators were selected across six categories: stand characteristics, site conditions, soil conditions, tree size diversity, species diversity, and stand spatial structure. Poisson model, negative binomial model, and random forest regression model were used to construct regeneration quantity models for Larix gmelinii and Betula platyphylla. After model optimization, the OOB permutation method was used to evaluate the contribution of each predictor variable to the regeneration quantities of L. gmelinii and B. platyphylla. Result: The ten-fold cross-validation test showed that the accuracy of the random forest regeneration prediction model was significantly higher than that of the Poisson model and the negative binomial model. The root mean square error ( RMSE) was 482 and 682 tree·hm?2, and mean absolute error (MAE) was 377 and 460 tree·hm?2 for L. gmelinii and B. platyphylla, respectively. The OOB permutation method identified the most important variables for L. gmelinii regeneration as: Shannon index of diameter at breast height (DBH) (17.57%), Pielou’s evenness index of DBH (16.88%), stand volume per unit area (13.29%), Simpson index of DBH (12.92%), and mean DBH (12.91%). For B. platyphylla, the key variables were: Shannon index of DBH (18.53%), Pielou’s evenness index of DBH (16.13%), herbaceous cover (12.62%), mean DBH (12.34%), and shrub cover (11.31%). Conclusion: Tree size diversity and stand density are key factors influencing regeneration. Nurturing harvesting or replanting strategies can ensure scientific and reasonable stand density, thereby promoting natural regeneration and supporting the ecological succession of forest ecosystems.

Key words: screening of characteristic variables, random forests, regeneration, quantity prediction model

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