污泥干燥速度曲线的分形维数分析

污泥的干燥速度变化是干燥过程中水分运动的宏观表现，对内部微观的传热传质动力学机制有重要揭示。利用功率谱分析对实验所得间接式加热的污泥干燥速度变化进行分形和混沌特性的判别，并提出Hausdorff维数和整体盒维数的计算方法，以分析其分形规律。通过判断得知，污泥的干燥速度变化具有分形特性。速度变化的Hausdofff维数随参数N值的增大而增大，但波动范围变小，且随着干燥过程进行，其值逐渐减小．另一种反映整体变化的维数——盒维数可以采用变换法计算得出，可用于判别干燥过程的整体分形特性。2种方法所得维数显示，污泥种类和干燥温度等对干燥速度变化的分形均有较大影响。     

Prediction of Anthropometric Dimensions Based on Grey Incidence Analysis and ANFIS

In order to select the efficient input variables of adaptive ncuro-fuzzy infence system （ANFIS）during the prediction anthropometric dimenions, grey incidence （GI） analysis, as a mastic method that ranks the sequence of of lots of variables in complicated factors has been applled.According to the prediction accuracy （A） between the predicted values and actual measured values, the ANFISG1 model with the parameters selected by using the GI analysis were more correct and effective than those done by multiple regression model and the model with input parmeters nonelected. The model prediction accuracy △Regrauskn= 0.804 7〈 △ANE3CI=0.9725, which proves the nodel with few parameters is more correct and effective than the other merits.     

积极心理学视阈下高校思想政治教育人文关怀的三个维度

如何更好地实现人文关怀一直是高校思想政治教育工作的重难点,而积极心理学的兴起则为高校思想政治教育人文关怀带来了新思维。理念之维:借鉴积极心理学的自我决定论与积极教育思想,高校思想政治教育应树立正面教育为主与助人自助的教育理念;方法之维:运用积极心理学的积极心理辅导法与积极情绪体验法,以关注大学生的精神世界及培养其积极人格品质;环境之维:借鉴积极心理学的组织系统论,构建积极的思想政治教育环境。     

The convergence of statistically self-similar sets and the upper bound and lower bound of Hausdorff measure

We constructed a class of self-similar sets and proved the convergence in this paper. Besides these, the upper bound and lower bound of Hausdorff measures of them were given too. Supported by the National Natural Science Fundation and the Doctral Programme Fundation of China Hu Dihe: born in May 1935, Professor     

The structure and the sufficint and necessary conditions for generalized statistically self-similar sets

We constructed a class of generalized statistically self-similar sets and give the necessary and sufficent conditions to ensure a random recursive set being a generalized statistically self-similar set. The statistically self-similar sets defined by Hutchinson, Falconer, Graf are the special cases of ours. Foundation item: Supported by the National Natural Science Foundation of China Biography: DENG Ai-jiao (1974-), female, Ph.D. candidate, research interes: is in stochastic process and random ractal     

The fractal structures of the sample path of a general subordinator and the random re-orderings of the Cantor set

In this paper we have found a general subordinator,X, whose range up to time 1,X([0, 1)), has similar structure as random re-orderings of the Cantor setK(ω).X([0, 1)) andK(ω) have the same exact Hausdorff measure function and the integal test of packing measure. Supported by the National Natural Science Foundation, the Excellent Young Faculty Foundation of the State Education Commission of China and the Foundation for the Scholars Coming Back from Abroad Hu Xiaoyu: born in Apr. 1964, Professor     

三维等熵欧拉方程组解的爆破

研究了带阻尼项的三维等熵欧拉方程组初值问题经典解的爆破.在M(0)0条件下,若初始动量的某些泛函足够大时,得到了其经典解在有限时间内必定发生爆破的结论.     

关于多元函数极值的正定矩阵判定定理的推广

利用矩阵的分块及正定矩阵来处理特殊多元函数的极值问题,通过降低变量元维数的方法,使求三元或三元以上的特殊多元函数的极值成为切实可行.