高维Euler方程组的强松弛极限

利用能量积分, 讨论在初值充分小的情形下, 高维带有阻尼项的Euler方程组光滑解的整体存在性和强松弛极限, 得到了解的一致先验估计, 并证明当松弛时间趋于0时, 整体解的渐近行为由多孔渗流方程控制.     

Banach空间的K一致光滑性

对Banach空间给出了一种K一致光滑性的概念。证明了它与K一致凸性具有对偶性。同时还给出Banach空间成为K一致光滑空间的一个定量形式的充分条件．     

奇异积分算子对p幂可积函数的逼近常数的上界估计

本文探讨由正偶核确定的奇异积分算子对连续函数的逼近常数与对p幂可积函数的逼近常数之间的关系,并由此得到Fejér算子、Jackson算子和Vallee-Poussin算子对p幂可积函数逼近常数的上界。     

B值随机变量序列部分和的矩的收敛速度

本文讨论2阶一致光滑空间及2型空间中随机变量序列部分和的矩的收敛速度问题,所得定理推广了Chow的结果。     

罗江隧道爆破和支护施工技术

通过化州(罗江)隧道穿越工程实例,探讨了隧道施工光面爆破设计和隧道支护施工的具体方法,为类似工程的施工提供参考。     

Smooth拓扑空间的Moore-Smith收敛理论

以远域为工具讨论了smooth拓扑空间的Moore-Smith收敛理论.     

Lack of effect of dihydroergotamine on endothelial and smooth muscle cell proliferation and endothelial cell prostanoid production

Summary The most important effect of dihydroergotamine is venoconstriction, but certain metabolic effects and changes in vessel prostanoid activity have also been suggested. In this study endothelial cell production of 6-keto PGF₁ and TxB₂ was quantitated in vitro. No evidence of altered prostanoid production was noted after incubation with dihydroergotamine (exposure ranging from 5×10^–3 to 5×10^–7 g/l). Similarly, no effect of dihydroergotamine on the growth rates of endothelial cells or smooth muscle cells in vitro was documented.     

Effects of a new cholecystokinin antagonist (GE 410) on the smooth muscle of the guinea pig ileum

Summary Suc-Tyr-(SE)-Met-Gly-Trp-Met-Asp--phenethylamide (GE 410) competitively antagonized the contractions of smooth muscle strips from guinea pig ileum (pA₂=7.6, n=0.95) induced by cholecystokinin-octapeptide (CCK8). GE 410 inhibited the electrically-induced cholinergically mediated contractile responses and the [³H]ACh release in the ileum, as well as the CCK-stimulated electrical contractile responses and the [³H]ACh release in the cholinergic nerve terminals. The results suggest the existence of CCK-receptors not only in the smooth muscles but also on the neurons.     

一致平滑可分的Banach空间中K-正定算子方程的逼近解(英文)

设Ｅ是可分的一致平滑Ｂａｎａｃｈ空间,Ａ：Ｄ（Ａ）Ｅ→Ｅ是一个Ｋ－正定算子。构造了一个迭代序列强收敛于算子方程Ａｘ＝ｆ（ｆ∈Ｅ）的唯一解。所做工作推广了Ｃｈｉｄｕｍｅ与Ｏｓｉｌｉｋｅ,Ｃｈｉｄｕｍｅ与Ａｎｅｋｅ等人的结果。     

“分段法”在极限和积分中的应用

举例说明“分段方法”在极限和积分中的应用．