Reconsideration on Homogeneous Quadratic Riemann Boundary Value Problem

The homogeneous quadratic Riemann boundary value problem (1) with Hoelder continuous coefficients for the normal case was considered by the author in 1997. But the solutions obtained there are incomplete. Here its general method of solution is obtained.     

LehmerDH数在模p剩余系的分布

设 p≥ 3为素数 ,集合A ={a|1≤a 相似文献   

用实二次型理论解多元函数的极值问题

文章以二次型理论为依据,提出了解决多元函数极值问题的另一种方法.     

通辽地区市售稻米农药残留分析

于2005年11月随机选取通辽市六个旗、县、区的水稻种植区,对市售当地产稻米样品抽样,采用毛细管胶束电动色谱法检测稻米中水胺硫磷和灭多威农药.结果表明,除科左后旗外,其余地区的稻米中均检出了农药,水胺硫磷残留量范围在0.0928～0.1465mg/kg,灭多威残留量范围在0.1102～0.2757 mg/kg,水胺硫磷超标率为33.3%,灭多威超标率为66.7%.说明通辽市部分地区稻米中水胺硫磷和灭多威农药含量超标,应加强农药使用监督管理.     

用奇异摄动法设计线性二次型准最优直流控制系统

利用线性最优调节器理论可以设计出具有良好性能指标的晶闸管直流电机控制系统。这种设计方法优于传统的“双环系统”设计。然而,求解Riccati方程的计算量相当大。为寻求最佳加权Q阵,可能耗费许多时间。采用奇异摄动法设计准最优线性系统时,可以化高阶为低阶,从而简化计算工作量。本文利用奇异摄动理论设计了一个晶闸管直流电动机系统。已肯定本法适应于此类设计。本文还比较了不同设计方法所达到的动态性能。     

钢筋混凝土连续梁弹塑性弯矩系数研究

试验验证表明,用二次规划求解的强迫转角法是进行钢筋混凝土连续梁弹塑性分析的有效方法。应用该方法对承受均布荷载和集中荷载的连续梁弹塑性弯矩值进行了计算模拟试验,总结出一套供设计使用的弯矩系数建议值。     

Comparative aspects of structure and action of molluscan neuropeptides

A number of neuropeptides were isolated from the ganglia and muscles of molluscs, and their actions were examined. Diverse neuropeptides, in addition to several classical neurotransmitters, were suggested to be involved in the regulation of the anterior byssus retractor muscle ofMytilus. A wide structural variety of members of theMytilus inhibitory peptide family was observed in each of the generaMytilus, Achatina andHelix. Gly-Trp-NH₂, the C-terminal dipeptide fragment of the neuropeptide AGPWamide, showed a more potent action than the parent peptide in all of the muscles examined. Peptides related to some molluscan neuropeptides were found to be distributed interphyletically. Some neuropeptides containing ad-amino acid residue were found inAchatina andMytilus. These aspects of molluscan neuropeptides are thought not to be exceptional.     

生长曲线模型中协差阵的一致最小方差非负二次无偏估计

在准椭球等高分布下给出了生长曲线模型中ｔｒ（ＣＶ）的一致最小方差非负二次无偏估计存在及任一个非负二次估计成为一致最小方差非负二次无偏估计的充要条件。