Lc^1最优化问题的一个强二阶充分条件

给出了Ｌｃ１ 约束最优化问题的一个强二阶充分条件．     

一种由1，4—二酰基氨基硫脲合成1，4—二酰基氨基脲的新方法

介绍一种由1，4-二酰基氨基硫脲合成1，4-二酰基氨基脲方便有效的新方法，1-芳氧乙酰基-4-对甲苯氧乙酰基氨基硫脲在水溶液中与碘酸钾作用高产率制得一系列新化合物-1-芳氧乙酰基-4-对甲苯氧乙酰基氨基脲。     

循经推拿治疗血管神经性头痛的体会

本文介绍了对２３例血管神经性头痛的具体治疗方法，疗效和典型病例。     

16%中农一号水剂对菜青虫的防治效果

对菜青虫采用不同药剂的防效比较试验，结果：１６％中农一号水剂对２￣３龄菜青虫的防治效果最高为９８．４％，最低为９２．０２％，适宜稀释倍数为２００￣２５０倍。有效期可达７￣１０ｄ。     

无溶剂存在下微波照射的苯并三唑N-烷基化反应

报道了无溶剂存在下微波照射的１，２，３－苯并三唑Ｎ－烷基化反应，将１，２，３－苯并三唑和烷基化剂（卤代烷）吸附在固体ＫＦ／Ａｌ２Ｏ３上，用强度适当的微波照射２～３ｍｉｎ，得到相应的Ｎ－烷基化产物．     

Effect of P15INK4b expression on the cell cycle and G1 phase related regulatory genes in human melanoma cells

Using the transfeetion teehnique. P15INK4b was introduced into P15INk4b gene deleted human melanoma A375 cells,and a cell model MLED6 overexpressing P15INK4b WAS CONSTRUCTED.Comparing with the control cells MLC2,MLEK6cells in G1phase increased by 11%,but those in Sphase decreased by 15%by FCM.By the method of thymidine(TdR)and N2O arresting,the proportions of synchronized Mphase cells of MLEK6 ana MLC23 were measured and found to be 89.1% and 76.8%respectively ,and the cells in G1phase were 74.3% for MLID6 AND 76. 4% forMLC2.The result of3 H-TdR incorporation indicated that the transition of G1/Sof MLEK6 cell was delayed 2h as compared with that of MLC2 cells,and incorporation rate also decreased.The observation on exprissions of some G1/ S-resates relatory rigusating genes showed that in MLIK6 cells the protein leves of P27KIPI increased with the decreasing expressions of cyclinD1,cyclinE and c-myc,especially cyclinD1 in late G1phade.The expression of cyclinE obviously decreased at G1/S transition ,and c-myc wad inhibited throughout all the process of G1 S phase.All the risults suggest that P15INK4b can delayG1/S transition of MLEK6 cells by inhibiting the cell cycle engine ,and by increasing the expression of Cdk ingibitor P27KIPI in different stages of G1 phase.     

住宅设计的实用性与舒适性

住宅能否满足居住者的心理要求，将直接影响其生产和流通。建筑师应考虑居住对住房的心理要求规律，设计舒适的住宅。     

模糊数加减运算的简化及模糊数的排序

简化了模糊数的加、减运算,给出了模糊数排序的一种新方法.     

B-凸函数的有界性与点连续的充分条件

利用Bector等人引进的B_凸函数 ,探讨了B_凸函数的有界性和点连续     

B-积分下的原函数

讨论了Ｂ可积函数原函数的导数问题，由此得到了Ｂ积分的一些性质．