有偿、无偿献血源总体的阳性率比较分析及预测

本文对有偿、无偿献血源总体的阳性率进行了双属性总体比率的假设检验 ;给出了有偿、无偿两种献血源总体各项检验指标的阳性率的置信区间 ;并对两种血源总体的各项检验指标的阳性率做了统计对比分析及某些预测     

一类不确定时滞系统的鲁棒稳定性

给出了不确定时滞系统鲁棒稳定的若干结果,同时讨论了这类系统的稳定度,改进了前人关于时滞系统稳定性和鲁棒稳定性的一些结论,并给出了应用的例子。     

一类带小参数反应——扩散型方程组的性态估计

得到了激光等离子能量交换模型研究中的一类反应－－扩散方程组的本解的存在性。并通过引进光滑符号函数对解析解的性态进行了估计,为数值方法的误差分析提供了理论依据。     

磺化间规聚苯乙烯的表征

间规聚苯乙烯(sPS)是一种新型结晶性工程塑料,熔点达270℃,具有结晶速度快、耐热性好、耐化学腐蚀性优良等特点,可广泛用于汽车、电子、机械等行业,极具开发意义,但是由于sPS脆性大,抗冲击性差,故通过化学改性在sPS的苯环上引入极性基团,用于制成共混合金与复合材料,是提高材料韧性,开拓sPS用途的重要途径。     

Determination of degree of substitution for N-acylated chitosan using IR spectra

Chitosans with various degrees of deacetylation (D.D.), which were used as standard sample for FTIR determination, were prepared from completely deacetylated chitosan by homogeneous N-acetylation reaction. By combining four probable probe bands, i.e. 1655, 1560, 1380 and 1320 cm-1, eight probable reference bands, i.e. 3430, 2920, 2880, 1425, 1155, 1070, 1030 and 895 cm-1 and two baseline methods, the most suitable ratios Aprobe band/Aeterence band from IR spectra to determine the degree of acetylation of chitosan were evaluated from 48 combinations to be A1560/A2880, A1560/A2920 and A1655/A3430(A1560/A2880 is mostly recommended). The second baseline method, i.e. linking between adjacent two valleys, was better for measuring the absorbances of 1560 and 1655 cm-1 bands. The determination range of the D.D. (1%-100%) covered almost the whole range. The standard curves with A1560/A2880 and A1655/A3430 were also suitable for the determination of degree of substitution of other N-acylated chitosan, such as N-pr     

中立型捕食者-被捕食者系统的周期正解

研究了中立型捕食者-被捕食者模型 的周期正解的存在性,具有r,a₂,k,τ均为正常数,a1(t),A(t),b(t),β(t)均为ω周期连续正函数.     

新疆工业集约化程度实证分析

本文通过考察新疆３８个工业行业部门的集约化发展情况,提出了新疆工业经济的整体水平佾然处于粗放型发展的阶段之结论。     

Eigenvalue Comparison Theorems of the Discrete Laplacians for a Graph

We give a graph theoretic analogue of Cheng's eigenvalue comparison theorems for the Laplacian of complete Riemannian manifolds. As its applications, we determine the infimum of the (essential) spectrum of the discrete Laplacian for infinite graphs.     

具有高次强非线性项的发展方程的精确孤波解

本文给出求几类具高次强非线性项的发展方程精确孤波解的方法,它可推广到高维的情形     

广义组合化学

积极合理运用组合学方法于化学领域的探索研究,可望产生许多新思想、新方法、新技术和新学科,这一现代“炼金术”是新世纪人类建设美好新生活的强有力杠杆。