乳牛隐性乳腺炎诊断液——JMT临床应用效果及与其它方法的对比试验

采用新型研制的吉林乳牛隐性乳腺炎诊断液(JMT)对1173头乳牛的4560乳区进行了隐性乳腺炎的诊断,并与LMT-r、N.F.T法作比较,其结果表明JMT-s的检出率最高。同时从受检乳样中,随机选择214份(乳区)进行乳汁体细胞计数,以其作为基准,检验JMT-s、JMT-z、LMT-r及N.F.T等四种方法的准确性,结果JMT-s的符合率亦为最高(83.78％)。JMT试液采用国产原料配制,来源可以得到保证,价格低廉,适于推广。     

一级吸收药物动力学方程解的研究

证明了一级吸收药物动力学三种模型的解有类似的性质:解存在唯一、有唯一的极大值和拐点;讨论了解之间的相互关系。从而解决了一级吸收Michaelis-Menten消除动力学药一时关系曲线的变化规律问题。     

含裂纹悬臂梁的塑性动力响应及破坏

本文分析了含裂纹的悬臂梁在冲击载荷作用下的刚塑性动力响应,给出了整个响应过程封闭形式的完全解。然后将这个解与J积分及撕裂模数联系起来,给出了裂纹失稳扩展的准则。作为实例,计算了含腐蚀性裂纹的薄壁圆管受冲击载荷作用时的J积分和撕裂模数。     

退缩椭园型方程广义解的局部估计

本文应用Ｍｏｓｅｒ方法建立退缩椭园型方程： 的广义解在区域内部和边界点邻域的局部估计与Ｈａｒｎａｃｋ不等式,并讨论解在区域内部和在边界 点的连续性。     

一类四边形的有理距点问题

通过指出杜和邓的证明过程的失误,说明Steinhaus整距点问题至今仍然是没有解决的公开问题.利用数域的扩张和Galois群的一些结论,研究了边长的平方为有理数,且一组对角之和为2kπ/n的四边形,其中kn,gcd(k,n)=1,n≥7,n≠8,10,12.证明了平面上不存在这样的点,到该四边形的4个顶点的距离的平方均为有理数.     

Game Analysis of Rational FRS on Market Admittance

The dynamic signaling game-model is employed to study countermeasures of Q, U and C for supply-demand on financial market. As the game result, the mixed equilibrium of Q and U exists naturally without FRS. It is concluded that FRS on market admittance is objective demand of financial market, also the rational management behavior of government FRSI. And in addition to the empirical criteria, the FRS agreements between FRSI and financial-institutions should be considered as one of advanced FRS techniques. These must cover: ①the regulation conformed status investigation with sufficient frequency, ②corresponding punitive measures with sufficient strength. Thus the information can be delivered FRSI have ensured only qualified and regulation-conformed financial-institutions could be allowed to enter. That could safeguard the steadiness of the financial market.     

《论语》的系统分析与公理化诠释

《论语》是儒家最重要的经典之一,但对于它的研究和传播,国内学者偏重于注疏、解经,而黑格尔等西方哲学家存在明显的误判。本文试从系统科学与哲学结合的角度,通过古为今用、洋为中用、综合集成,来揭示《论语》中隐含的实质系统,并用公理化方法对《论语》进行＂一以贯之＂的诠释。在遵循原意的基础上运用理性思辨,以基本假设、定义、公理为基本要素,推导证明众多蕴含在《论语》中的客观命题,从而将隐含在《论语》中的逻辑体系凸显出来,为诠释《论语》中的孔子思想提供一条新的解读途径,便于东西方人士共同用系统和理性的方式理解和准确地把握孔子思想。     

How thin rational choice theory explains choices

The critics of rational choice theory (RCT) frequently build on the contrast between so-called thick and thin applications of RCT to argue that thin RCT lacks the potential to explain the choices of real-world agents. In this paper, I draw on often-cited RCT applications in several decision sciences to demonstrate that despite this prominent critique there are at least two different senses in which thin RCT can explain real-world agents’ choices. I then defend this thesis against the most influential objections put forward by the critics of RCT. In doing so, I explicate the implications of my thesis for the ongoing philosophical debate concerning the explanatory potential of RCT and the comparative merits of widely endorsed accounts of explanation.     

利用微积分确定函数方程的几种方法

目的:研究函数方程的确定。方法:从微积分的角度,对满足一定条件的确定函数关系的问题进行分类研究。结果:用微积分的内容,对常见的五类确定函数方程的问题进行了总结研究,给出了确定函数方程的一般方法。结论:概括了常见的用高等数学求函数方程的各种类型,有利于各个方面各种问题中函数关系的确定,便于研究自然界的变化规律。     

关于不定方程3x+my+z=n的解数

讨论了不定方程3x+my+z=n(m≥2,n≥n+2)的正整数解的个数,给出不定方程3x+my+z=n(m≥2,n≥n+2)的解数公式.