大肠杆菌有限生长的微量热及非线性动力学研究

The finite growth of Escherichia coli was studied by using a LKB 2277 BioActivity Mollitor. We found that the finite growth is a nonliear dynamic process. The nonlinear dynamic behaviour in the finite growth process and the nonlinear dynamic models describing the process were discovered and established. The curve of logistic map corresponding to the finite growth thermogram of Escherichia coli was obtained and the nonlinear dynamic parameters were calculated by means of a computer. Moreover, we also discussed the nonlinear dynamic characters of Escherichia colt in its finite growth process.     

关于分数布朗运动一个命题证明的简化

关于分数布朗运动一个命题证明的简化苑金臣，许小平，李才伟（中国地质大学）关于分数布朗运动满足Ｈｏｌｄｅｒ。ｄ。ｒ条Ｈ问题，在（「１〕，命题１６．６）中给出了如”卜的命题：命题设ＯＭＡＭａ，以概率１，对指数为ａ的布朗样本函数Ｘ：［０，１１＋Ｒ，存在某１...