卷烟辅材参数与有害成分释放量的多元模型的建立、传递和验证

研究了卷烟辅材参数与有害成分释放量的关系。这些有害成分包括焦油、烟碱、CO、HCN、苯并[a]芘(B[a]P)、4-(甲基亚硝胺基)-1-(3-吡啶基)-1-丁酮(NNK)、巴豆醛、苯酚和NH3。使用多元校正分析,模型传递等化学计量学方法,对实验数据进行分析,建立了多元线性和多项式模型,通过独立验证样品和t检验确立了每种有害成分的最优模型;分析了各项辅材参数对有害成分释放量的影响权重。     

多波长线性回归-矩阵法同时测定乙二醛、乙醛酸、草酸的含量

根据实验得出的乙二醛、乙醛酸、草酸三组分混合物中各组分在特定波长下呈现出的良好的线性关系,建立起三组分质量浓度与混合吸光度的回归方程组,形成了多波长线性回归-矩阵法,实现了乙二醛氧化制备乙醛酸体系中反应产物乙二醛、乙醛酸、草酸含量的同时测定.研究结果表明:当乙二醛检测下限为1.024 mg/L时,回收率为94%~98%...     

线性扫描伏安法测定废水中镉离子的教学实践

针对＂线性扫描伏安法测定废水中镉离子＂实验中的问题,提出允许适度＂失败＂,引入竞争机制,激发学生学习兴趣和创新意识的教学方法,并结合教学案例加以说明。     

线性扫描极谱法测定消旋山莨菪碱

用线性扫描极谱法和循环伏安法研究了消旋山莨菪碱在0.3mol·L~(-1)磷酸氢二钠-磷酸二氢钾缓冲溶液(pH 6.70)中的电化学行为。消旋山莨菪碱于-1.095V(vs.SCE)处产生一灵敏的吸附波,消旋山莨菪碱质量浓度在0.10～10.0mg·L~(-1)范围内与其一次微分线性扫描峰电流i_p呈线性关系,检出限(3S/N)为0.06mg·L~(-1)。对5.0mg·L~(-1)消旋山莨菪碱溶液进行6次平行试验,相对标准偏差为0.34%,该方法用于片剂中消旋山莨菪碱含量的测定,测定值与标示值相符。     

对直接标准化算法的改进及其应用

由于各种仪器之间存在差异,主机上建立的定量模型用于从机会导致预测结果出现较大偏差。目前主要通过有标样方法和无标样方法来减小预测偏差。该文对现有标样方法中的直接标准化算法进行改进,在转移矩阵的建立过程中,对从仪器数据矩阵进行主成分分解,以预测均方差为判定标准,确定最终的转移矩阵。并以玉米和烟草数据为对象,测试了该法的有效性。玉米样品含有2种成分:水分和蛋白质;烟草样品含有4种成分:还原糖、总糖、总氮和总碱。结果表明,对于玉米样品中的2种成分,采用改进的方法可显著提高预测的准确度;对于烟草中的4种成分而言,采用改进的方法可获得稳健的预测结果。     

主成分回归一紫外光度法同时测定盐酸西替利嗪和苯甲酸钠

提出了一种用紫外光度法同时测定盐酸西替利嗪和苯甲酸钠的方法.在pH 4.56的B-R缓冲溶液中对盐酸西替利嗪和苯甲酸钠两组分混合溶液进行吸光度测定,所得的重叠光谱数据用主成分回归法(PCR)和偏最小二乘法(PLS)等化学计量学方法进行处理,结果表明主成分回归(PCR)的预报误差最小.对实际样品进行测定,回收率为88.8...     

A new method of moving asymptotes for large-scale linearly equality-constrained minimization

A new method of moving asymptotes for large-scale minimization subject to linear equality constraints is discussed.In this method,linear equality constraints are deleted with null space technique and the descending direction is obtained by solving a convex separable subproblem of moving asymptotes in each iteration. New rules for controlling the asymptotes parameters are designed and the global convergence of the method under some reasonable conditions is established and proved.The numerical results show that the new method may be capable of processing some large scale problems.     

Empilrical likelihood for non-parametric regression models with missing responses: Multiple design case

Empirical likelihood(EL) ratio statistic on θ = g(x) is constructed based on the inverse probability weighted imputation approach in a nonparametric regression model Y = g(x) + ε(x ∈ [0,1]p) with fixed designs and missing responses,which asymptotically has χ12 distribution.This result is used to obtain a EL based confidence interval on θ.     

Existence of positive solutions for a general nonlinear eigenvalue problem

Let Ω R n be a bounded domain, H = L 2 (Ω), L : D(L) H → H be an unbounded linear operator, f ∈ C(■× R, R) and λ∈ R. The paper is concerned with the existence of positive solutions for the following nonlinear eigenvalue problem Lu = λf (x, u), u ∈ D(L), which is the general form of nonlinear eigenvalue problems for differential equations. We obtain the global structure of positive solutions, then we apply the results to some nonlinear eigenvalue problems for a second-order ordinary differential equation and a fourth-order beam equation, respectively. The discussion is based on the fixed point index theory in cones.     

Thompson＇s Group F and the Linear Group GL∞（Z）

The authors study the finite decomposition complexity of metric spaces of H, equipped with different metrics, where H is a subgroup of the linear group GL_∞(ℤ). It is proved that there is an injective Lipschitz map φ: (F, d _S ) → (H, d), where F is the Thompson’s group, dS the word-metric of F with respect to the finite generating set S and d a metric of H. But it is not a proper map. Meanwhile, it is proved that φ: (F, d _S ) → (H, d ₁) is not a Lipschitz map, where d ₁ is another metric of H.