南宁城市大气污染对人体健康的危害及治理对策

南宁市大气属煤烟型污染 ,大气的主要污染物为SO2 、NOx、TSP、降尘 ,虽然随着环境管理和污染治理工作的加强 ,污染物浓度逐年下降 ,但是工业区大气污染仍然较重。污染物流行病学调查显示 :工业区癌症和呼吸系统疾病死亡率均高于全市平均水平 2倍左右 ,城区又高于郊区 2倍 ,大气污染综合指数与呼吸内科门诊就诊人数呈正相关。用邓聚龙的灰色系统理论分析得知污染物对癌症和呼吸系统疾病死亡率有关联 ,关联度从大到小排序为 :TSP >降尘 >SO2 >NOx ,最后提出了大气污染治理的对策。     

海州湾表层沉积物磷的吸附容量及潜在释放风险

利用磷吸附指数（PSI）、磷吸附饱和度（DPS）和磷释放风险指数（ERI）研究了2016年10月和2017年5月海州湾表层沉积物的磷吸附容量及潜在释放风险.结果显示,2016年秋季PSI变化范围为99.58~199.39[mgP/（100g）]/[μmol/L],DPS变化范围为23.118%~34.289%;2017年夏季PSI变化范围是130.29~198.57[mgP/（100g）]/[μmol/L],DPS变化范围为25.545%~42.135%,两次调查中PSI和DPS均表现出相反的平面分布趋势.PSI和Al_ox、Fe_ox呈显著正相关,说明Fe_ox和Al_ox是影响海州湾表层沉积物吸附磷的主要因素,且Fe_ox占主导作用;DPS与Al_ox和Fe_ox分别表现出了显著负相关性和极显著负相关性,说明Al_ox和Fe_ox含量的增大会降低表层沉积物的磷吸附饱和度.2016年10月磷释放风险指数（ERI）的变化范围为11.59%~34.18%,2017年5月磷释放风险指数（ERI）的变化范围为12.86%~32.34%,从2次调查结果整体来看,海州湾表层沉积物的磷释放风险为中度风险.     

A Variance Estimator for Constrained Estimates of Change in Relative Categorical Frequencies

Consistent estimators of change and state becomes an issue when sample data come from a mix of permanent and temporary observation units. A joint maximum likelihood estimator of state and change creates estimates of state that depend on antecedent viz. posterior survey results and may differ from estimates of state derived from a single-date analysis of the sample data. A constrained estimator of change in relative categorical frequencies that eliminates this potential inconsistency is proposed and a model based estimator of their sampling variance is developed. The performance of the constrained estimator is quantified against six criteria and a joint maximum likelihood estimator in simulated sampling from 15 populations with three combinations of permanent and temporary samples, four to six categorical class attributes, and constant size between sampling dates. Bias of the constrained estimators was negligible but larger than for joint maximum likelihood estimators. Mean absolute deviations and variances of constrained estimators were generally at par with the joint estimators. Constrained estimators of root mean square errors and achieved coverage of nominal confidence intervals of constrained estimators were occasionally better. A generalized variance function for the constrained estimates of change is provided as a computational shortcut.     

关于模糊数学在环境质量综合评判中“最大隶属度”原则不适用性的讨论

通过对模糊数学在环境质量综合评判中的分析，指出“最大隶属度”原则的不适用性，并根据环境质量分级所存在的固有关系提出改进的方法。     

An approach to the fluctuation mechanism of ecotone

In this paper,the relationship among land productivity,population pressure and the fluctuation mechanism of ecotone is analyzed,taking coumties and banners of southeast Inner Mongolia plateau as an example,which is the most fragile part in the farming and husbandry interleaving belt of north China due to its severe desertification degree and low level of economic development.The Cv for the total output value of agriculture decreases from southeast to northwest,with the same rule as which the overloading population cumulated distributes,and both indicators have close relation with the high linear coefficient of 0.83.These reveal the fluctuation mechanism for ecotone:fluctuation of the level of economic development is a scientific and practical measure both to weakness degree and to instability of ecotone,because it is a synthesized response to the variation of climate as well as irrational land uses,which reinforce and magnify the fluctuation.In detail,the heavier the population overloading,the severer the grassland reclamation,the stronger the dependence of regional productivity on rainfall,the lower the level of economic development,the rougher the fluctuation of ecotone,but the weaker the PRED system.     

有关《环境保护法》的思考

本文综合分析了以环境保护法为基本法的环境保护法律的体系，试图从环境法律关系和法律责任等方面对环境法进行法律属性的分析，得学我国环境管理体制实质上就是环境行政管理体制的结论，环境行政管理必须在法制的轨道上运行，这样才会从根本上解决环境保护的问题，才会使我们的生存环境更加美好。     

水质动态评价的马尔柯夫方法

根据随机过程原理 ,构造了一个新的概率转移矩阵 ,并在此基础上引入进步度的概念 ,对河流水质综合质量变化情况进行动态评价。最后给出了实例分析     

区域PERE系统的通用自组织演化模型

分析了区域人口－经济－资源－环境系统的自组织过程，建立了区域ＰＥＲＥ系统的通用自组织演化模型，并把模型应用于山西省某市，预测了市未来的人口、经济和环境状况试图解决在区域ＰＥＲＥ系统中应用自组织理论时建模困难的问题。     

相对灰色关联度在城市污水处理工艺优选中的应用

通过对城市污水处理工艺评价指标的定量化处理，并根据奖优罚劣的原则对初始指标集进行[-1，1]区间线性规范化处理，确定理想最优方案（A^＊）和理想最劣方案（A-），以此计算出各待选方案与它们的相关系数（ζ）。采用变异系数法计算各指标权重（ω），并计算各候选方案相对最优方案的灰色关联度，进而确定最佳方案。