Semiconvergence in distribution of random closed sets with application to random optimization problems

The paper considers upper semicontinuous behavior in distribution of sequences of random closed sets. Semiconvergence in distribution will be described via convergence in distribution of random variables with values in a suitable topological space. Convergence statements for suitable functions of random sets are proved and the results are employed to derive stability statements for random optimization problems where the objective function and the constraint set are approximated simultaneously. The author is grateful to two anonymous referees for helpful suggestions.     

Comparison of higher-order accurate schemes for solving the two-dimensional unsteady Burgers' equation

This paper is devoted to the testing and comparison of numerical solutions obtained from higher-order accurate finite difference schemes for the two-dimensional Burgers' equation having moderate to severe internal gradients. The fourth-order accurate two-point compact scheme, and the fourth-order accurate Du Fort Frankel scheme are derived. The numerical stability and convergence are presented. The cases of shock waves of severe gradient are solved and checked with the fourth-order accurate Du Fort Frankel scheme solutions. The present study shows that the fourth-order two-point compact scheme is highly stable and efficient in comparison with the fourth-order accurate Du Fort Frankel scheme.     

On new generalizations of the Hilbert integral inequality

Some new generalizations of the Hilbert integral inequality by introducing real functions ?(x) and ψ(x). The results of this paper reduce to those of the corresponding inequalities proved by Gao [Mingzhe Gao, On Hilbert's integral inequality, Math. Appl. 11 (3) (1998) 32-35]. Some applications are considered.     

内蒙古土默特旗科达穗及种子化石研究

对发现于内蒙古土默特旗上石炭统一下二叠统的几种科达穗化石及种子类化石进行了研究,经鉴定确认其中有2个为新种,分别定名为长爪科达穗Cordaitanthuslongibracteatussp.nov.和多泡石籽Car polithusmultibullatussp.nov..这些珍贵的繁殖器官的发现,表明晚石炭世一早二叠世种子演化已达相当水平,对于研究科达类的演化过程具有重要的研究价值.     

高阶微分中值定理及其应用

利用向量形式的微分中值定理,把一阶微分中值定理推广到全新的高阶微分中值定理,并研究了它的应用．     

种植沙生植物--沙棘改善内蒙古地区生态环境

结合内蒙古地区现状，对沙棘的生物学和生态学特性、沙棘属植物化学成分和微量元素及种植沙生植物——沙棘的重要性和必要性进行了详细的研究和探讨。研究表明，沙棘属植物具有极强的生态适应性并富含多种营养成分和生物活性物质，并以耐干旱、耐瘠薄、萌蘖及固氮能力强等特点被称为治理非宜林地水土流失、改善生态环境的先锋树种。种植沙棘是治理内蒙古脆弱生态环境最经济、最有效的措施，是贫瘠的不毛之地发展经济、增加收入的经济树种。另外．种植沙棘的技术简便，容易掌握，投资少，见效快。     

酞菁类化合物对MH/Ni电池性能的影响

针对MH/Ni电池充电过程中氧的产生和不恰当的消除方式带来的内压升高和热量聚集使电池总体性能衰减很快的问题, 提出采用降低化学催化氧还原的比例, 提高热量产生少的电催化氧还原比例的方法加以解决.金属酞菁类化合物是一种电催化氧还原剂.添加酞菁的MH/Ni电池与对比电池进行容量衰减、内压、大电流放电等特性比较, 其性能均有显著提高.     

《内蒙古师范大学学报》(自然科学汉文版)主要文献计量指标评析

对《内蒙古师范大学学报》 （自然科学汉文版）1999-2003年的文献计量指标进行了统计和分析,并选取总被引频次、影响因子、即年指标、他引总引比四项指标与师范类高校学报进行了排序分析.结果表明,学报的各项指标比较稳定,并呈逐年上升趋势,但学报的整体水平不高,与许多同类期刊相比尚有较大差距.学报要改变办刊观念和办刊模式,突出个性和特色,提高学报的学术影响力.     

内蒙古小城镇可持续发展评价指标体系初探

基于小城镇可持续发展的思想内涵与目标，从小城镇可持续发展必备的地理环境、资源基础、经济条件、社会系统、科技优势、制度与政策6个基本条件出发，构建了包括环境、资源、经济、社会、科技和政策等要素在内的内蒙古小城镇可持续发展评价指标体系．     

内蒙古发展生态农业的宏观调控对策研究

发展生态农业是内蒙古农业可持续发展的必然要求，根据所处的地理位置和气候条件，内蒙古比较适宜发展高效节水农业、沙产业和观光农业。宏观调控对策对实现发展生态农业的战略目标具有决定性意义。