Multi-objective Programming and Social Welfare Analysis of Rural–urban Land Conversion Decision-making

Abstract

Rural–urban land conversion is an inevitable phenomenon in urbanization and industrialization. And the decision-making issue about this conversion is multi-objective because the social decision maker (the whole of central government and local authority) has to integrate the requirements of different interest groups (rural collective economic organizations, peasants, urban land users and the ones affected indirectly) and harmonize the sub-objects (economic, social and ecological outcomes) of this land allocation process. This paper established a multi-objective programming model for rural–urban land conversion decision-making and made some social welfare analysis correspondingly. Result shows that the general object of rural–urban land conversion decision-making is to reach the optimal level of social welfare in a certain state of resources allocation, while the preference of social decision makers and the value judgment of interest groups are two crucial factors which determine the realization of the rural–urban land conversion decision-making objects.     

FSILP: fuzzy-stochastic-interval linear programming for supporting municipal solid waste management

Although many studies on municipal solid waste management (MSW management) were conducted under uncertain conditions of fuzzy, stochastic, and interval coexistence, the solution to the conventional linear programming problems of integrating fuzzy method with the other two was inefficient. In this study, a fuzzy-stochastic-interval linear programming (FSILP) method is developed by integrating Nguyen's method with conventional linear programming for supporting municipal solid waste management. The Nguyen's method was used to convert the fuzzy and fuzzy-stochastic linear programming problems into the conventional linear programs, by measuring the attainment values of fuzzy numbers and/or fuzzy random variables, as well as superiority and inferiority between triangular fuzzy numbers/triangular fuzzy-stochastic variables. The developed method can effectively tackle uncertainties described in terms of probability density functions, fuzzy membership functions, and discrete intervals. Moreover, the method can also improve upon the conventional interval fuzzy programming and two-stage stochastic programming approaches, with advantageous capabilities that are easily achieved with fewer constraints and significantly reduces consumption time. The developed model was applied to a case study of municipal solid waste management system in a city. The results indicated that reasonable solutions had been generated. The solution can help quantify the relationship between the change of system cost and the uncertainties, which could support further analysis of tradeoffs between the waste management cost and the system failure risk.     

铁路危险货物办理站点优化配置方法研究

铁路危险货物运输办理站点的优化配置,涉及到需求分布、设置地点、区域规划、环保要求、业务功能以及与其他运输方式的分工、衔接等,是一个复杂的系统工程。分析了已有铁路危险货物办理站点整合优化模型的不足,首先从铁路部门角度综合考虑现有铁路危险货物办理站点的各方面条件,进行多准则决策评价,从运输需求者角度考虑运输方式多属性决策,进行铁路危险货物办理站点的综合效用评价,并基于投资成本、环境风险、运输效用和区域公平性等方面构建了铁路危险货物办理站点优化配置模型,为了有效解决多站点、多需求、多区域、多目标铁路危险货物办理站点优化配置模型因素复杂、规模大、层次多的问题,提出了运用大系统分解协调的多目标遗传算法求解模型的思路。     

Suitability of short or long conservation contracts under ecological and socio-economic uncertainty

Acquisition of land rights has become a primary tool used to protect terrestrial biodiversity. Fixed length contracts are often used when trying to secure conservation benefits on private land in agri-environment schemes and payment for environmental services schemes, but the duration of the conservation contracts used in different programmes varies. To date, very little research has been undertaken to determine the situations in which contracts of differing lengths are optimal or when conservation agencies or groups should use a portfolio of different contract lengths rather than relying on a single type. Using stochastic dynamic programming and related heuristic methods, we investigate how the choice between short or long conservation contracts is affected by uncertainty regarding the future availability of sites and their ecological condition. We also examine the benefits offered by using a portfolio of different contract lengths. Conservation agencies must pay private landowners a premium to secure longer agreements and because of this, shorter contracts are advantageous if sites are likely to remain available for conservation in the future. Long contracts are preferred when future site availability becomes more unlikely. In contrast to uncertainty over site availability, uncertainty over future ecological conditions has little effect on contract selection and only markedly influences the choice between short and long contracts when there is heterogeneity across sites in expected conservation outcomes and future availability of sites is also uncertain. Finally, when future site availability is unlikely, the use of a portfolio of short and long contracts would offer greater conservation gains than using either type in isolation, even though this option is not yet one that is commonly found in conservation practice.     

基于遗传算法的支持向量机预测有机物自燃点的研究

根据定量构效关系(QSPR)原理,研究自燃点(AIT)与其分子结构间的内在定量关系。以265种有机化合物作为样本集,随机选择238种作为训练集,27种作为测试集,用遗传算法(GA)进行变量选择,分别建立多元线性回归(MLR)模型和支持向量机(SVM)模型研究有机物的自燃点与其分子结构间的关系。通过分析,发现造成模型预测效果不佳的原因是试验数据本身存在问题。通过对2个模型的比较,结果为GA-SVM模型明显优于GA-MLR模型,说明自燃点与其分子结构间具有很强的非线性关系。     

A SPATIAL LINEAR PROGRAM FOR OPTIMALLY SCHEDULING FOREST MANAGEMENT TO MEET STORMFLOW OBJECTWES1

ABSTRACT: A spatial linear program that strategically arranges and schedules forest treatments so as to meet peak stormflow objectives is formulated and demonstrated. The approach uses simulated spatial routing of stormflows nested as short‐term time schedules within longer‐term forest planning time periods. A simple case example is used to demonstrate the formulation and explore its spatial sensitivity.     

多因素作用下同庭湖洪水调蓄量的变化

用实测资料分析比较了出口水位31．0m时,洞庭湖调蓄量的变化趋势及影响调蓄量的各种因素。用多元线性回归方法建立了调蓄量经验公式,并用该公式计算分析了各因素对调蓄量变化的影响。结果表明,该公式能够较全面地反映调蓄量变化的原因,且能够近似区分淤积和围垦对调蓄量的影响。     

城市内部尺度PM2.5传输关联方法研究—以北京市为例

基于数据驱动思想,以城市内部环境空气质量监测站点为研究对象,建立了目标站点与周边站点间PM_2.5浓度、风向、风速、欧几里得距离等参数的多元线性关联回归模型,使用梯度下降算法学习得到各参数权重系数,计算得出周边站点对目标站点PM_2.5传输贡献,并评估了模型的可行性.以北京市丰台花园（FT）为目标站点的应用研究结果显示,2016年FT站点PM_2.5浓度为82μg/m³,周边站点大兴（DX）、房山（FS）、亦庄（YZ）、东四环（DS）、古城（GC）和万柳（WL）浓度分别为93,82,80,79,77,71μg/m³;FT站点PM_2.5浓度与上一时刻周边站点WL、GC、DX、YZ的相关性分别为0.634、0.631、0.608和0.601,显示其对FT站点PM_2.5污染传输显著;建立的4个季节关联回归模型RMSE值分别为13.22、11.74、12.51和13.22,PM_2.5模拟浓度与监测浓度变化趋势一致,验证了模型的可行性;WL、DX、YZ、GC分别是对应春、夏、秋、冬4个季节对FT站点PM_2.5污染传输贡献较大的站点,其贡献值分别为1.61%、1.71%、2.20%和8.57%.该模型解析的结果可为北京市未来城市规划、建设提供依据,提出的PM_2.5传输多元线性关联回归方法同样可用来解析其他城市内部尺度PM_2.5传输关联,为挖掘城市内部PM_2.5传输路径、精准溯源提供基础.     

海上应急保障资源调度的多目标模糊规划模型

针对现有应急资源调度模型无法完全适应海上应急保障环境的问题,建立了基于多目标模糊规划的海上应急资源调度模型.首先,将不确定的航行时间和资源需求量表示为三角模糊数,用时间隶属度函数的全积分对模糊应急开始时间进行确定化表示,用需求量隶属度表示需求点所接收的资源数量满足需求的程度.然后,考虑各需求点和各类资源的重要程度,以系统的时效性、需求满意度、安全性和经济性为优化目标建立多目标规划模型,最后,给出了模型的求解方法,并通过算例分析证明了方法的有效性.     

线性工程切割耕地的权属调整方法及系统实现——以保阜高速顺平段沿线土地整治项目为例

论文以高速公路切割的耕地地块为研究对象,根据权属调整的不同方向,将权属调整分为所有权置换和使用权流转两种类型,并将权属调整的方法分为面积法和价值法;在GIS服务软件SuperMap iServer支持下,建立了一个交互式权属调整应用系统,以保阜高速顺平段沿线的高于铺镇、腰山镇土地整治项目区中的切割耕地为案例,应用系统生成了项目区高速公路沿线切割耕地的权属调整方案。研究结果表明,线性工程切割耕地需进行权属调整以保障农业生产,研究采用的权属调整方法符合当地实际情况,利用权属调整系统可以自动生成推荐权属调整方案,并可以根据用户需求进行调整,同时系统可以对权属调整相关数据进行动态管理。