C─值悖论及其机制

基因组大小，即Ｃ值，与基因组中所含的遗传信息的认定数量间缺乏对应，这种Ｃ一值悖论是由非基因ＤＮＡ的增加所造成的．     

理想问题的一个注记

设Ω是Denjoy区域,其边界E满足一致厚条件.本文证明了当η为充分小的正数时,Ω_2(η)的每个连通分支是单连区域,由此,得到若g,f_1,f_2,…f_n∈H~∞(Ω),且|g|≤∑|f_i|,则g~3∈J(f_1,f_2,…f_n).对于无穷个数据的理想问题,本文也指出了相应的结果。     

涂层高速钢齿轮滚刀后刀面磨损及耐用度的研究

本文通过对比涂层与未涂层高速钢滚刀耐用度的实验,得出以各刃齿的平均磨损宽度,作为评定涂层滚刀耐用度性能的指标,并在此前提下得出涂层滚刀在几种不同切削速度下耐用度提高的倍数。     

Gastrointestinal transit and digestibility of maltitol,sucrose and sorbitol in rats: A multicompartmental model and recovery study

Using data obtained with a dye marker and the gavage technique, the kinetics of gastrointestinal transit of different loads of sugar substitutes (maltitol, sorbitol) and sugar (sucrose) in the rat were analysed using a linear multicompartmental model over a range from the realistic to the non-physiologic high, of carbohydrate intake levels and using only a few experimental time points. The model gave detailed insight into intestinal propulsion and gastrocecal transit time. Rate constants of transport between the compartments investigated were determined; they showed characteristics which could be related to the substance and the dosage administered. Analyses of the gastrointestinal content and calculations of the intestinal net water movement showed that the digestibility and absorption of the disaccharide sugar alcohol, maltitol, in the small gut depended inversely on the dose ingested. For all substances tested, caloric availability in the small intestine was calculated. At a physiological low level of maltitol intake, the results also indicated an insignificant calorie-saving effect in comparison to sucrose, an effect based mainly on the slow absorption rate of the maltitol cleavage product sorbitol.     

关于9次和10次的华林问题

以G(k)表示所有充分大的自然数均可表为s个自然数的k次幂和的最小s,对G(k)在9≤k≤10时给出了一些新的估计,改进了T.D.Wooley的结果。     

一类奇异方程边值问题样条差分格式的误差界

本文我们讨论了一类奇异方程x~(-a)(x~au′)′=f(x,u),u(0)=A或u′,(0)=0,u(1)=B,a=1,给出了这类方程的样条差分格式,证明了此格式具有二阶收敛性,并给出了一些数值例子。     

一类非线性四阶两点边值问题

研究一类非线性四阶常微分方程两点边值问题,得到一个存在唯一性定理。     

三次函数的实根与极值

本文用初等的方法研究了定义在实数集上的三次函数存在重根的条件，并且讨论了各种特殊的三次函数的实根问题，还研究了具有实重根的三次函数在特定的实数区间上的最值问题．     

一类抛物型偏微分方程的反问题

本文讨论了热传导方程Ｕ＿ｔ－Ｕ＿ｘｘ＋（ａ（ｘ）Ｕ）＿ｘ＝０在区域ｘ＞０，ｔ＞０上确定未知系数ａ（ｘ）的反问题。并且给出了局部解的存在性与唯一性。