论我国商业秘密的立法完善

商业秘密是企业重要的无形资产,实践中商业秘密被侵害的纠纷也屡屡发生.着重探讨现阶段我国对商业秘密的保护在立法、司法等方面存在的缺陷,指出完善商业秘密的立法保护的重要性,并提出完善商业秘密立法的一些看法.     

分子生物学设计性实验与七年制学生能力培养

通过分子克隆设计性实验,充实学生的基础理论和基本技术,引导学生独立设计实验、查阅资料解决存在的问题,促进医学专业七年制学生的能力培养.     

多环节冲击测量系统方波响应时间的计算

实际的冲击高电压测量系统，通常由多个不同特性的环节组成．作者以最简洁的数学推导式，表达了多环节测量系统方波响应时间的计算方法。借助于这一计算方法．讨论了方波源波形非理想时，它对实际方波响应时间测量值的影响。所提出的反映原始方波质量的技术指标，可比“上升时间”更易确定，而且实用性强．     

体育培养学生创新和实践能力研究

本文通过对学生创新能力的研究，探讨学生创新能力的内涵，揭示目前培养学生创造力在体育教学中存在的问题，寻求培养学生创新能力的途径和方法，提出教学改革的设想。     

THE TRANSFER BEHAVIOUR OF SOME CATIONS AT WATER／NITROBENZENE INTERFACE BY SEMIDIFFERENTIAL CYCLIC VOLTAMMETRY

The transfer of Sr~(2+) and Ba~(2+) ion, facilitated by 18-Crown-6 present in the aqueous phase, and of succinylcholine ion at w/nb interface were investigated by semi-differential cyclic voltammetry. A good polarographic curve of succinylcholine ion dissolved in water was obtained in the system of 0.01 mol/l LiCl (w)——0.01 mol/l TBATPB (nb). The peak current is directly proportional to the concentration of SC~(2+) ion. It can be used for the determination of SC and the detection limit is 1.05×10~(-5) mol/l.The apparent D~w and D~(nb) have been estimated. The transfer of Sr~(2+) and of Ba~(2+) at the interface are facilitated by 18-Crown-6 present in the aqueous phase and the peak current is directly proportional to the concentration of 18-Crown-6 in water. This method can be used for the determination of the complexing agent and for the stability constant of the complex formed in the aqueous phase.All the experimental results are in keeping with the theoretical.     

一种用于自动标引系统的主题词自动切分方法

该文着重介绍一种知识指导下的主题词自动切分方法，该方法能灵活处理自然主题词、大幅度跳跃及关联词的切分问题，其字面切分精度达９９．３３％，综合切分精度达９８．９１％。     

非线性退缩抛物型方程组初边值问题的可解性

应用上、下解方法证明非线性退缩抛物组初边值问题当1相似文献   

统计等效多项式非线性系统识别

在平稳激振下的一个非线振动系统，若其响应也是平衡随机过程，该系统可统计等效为一多项多非线性系统，本文介绍统计等效三次多项式的参数估计，系统的多维频率响应应函数以及多项式非线性系统响应的谱分析及谱分析。     

MFRG-DPIR FOR THE DISORDERED TRANSVERSE ISING MODEL

A new approximate scheme which is combined by the mean-field renormalization group theory (MFRG) with the discretized path-integral renormalization (DPIR) is employed in the study of the disordered tranverse Ising model (TIM). The critical properties of random-bonds Ising systems on a d-dimensional lattice are calculated with this new approximate scheme.