| 1. | Some convex properties of cesaro vector - valued sequence space
矢值序列空间的一些凸性 |
| 2. | Nonsquare constant in some orlicz sequence space
序列空间的非方常数问题 |
| 3. | Ugd property of musielak - orlicz sequence spaces
空间的中点局部一致凸性 |
| 4. | Topological property of sequence space based on distinct position
序列位差空间的拓扑性质 |
| 5. | Multipliers into sequence spaces
到序列空间的乘子 |
| 6. | Normal structure and midpoint local uniform convexity of vector valued sequence spaces ss
的正规结构和中点局部一致凸 |
| 7. | This thesis investigates mainly the locally ( weakly ) uniform rotundity and monotone points of musielak - orlicz sequence space . it consists of five parts
本文对musielak - orlicz序列空间的局部（弱）一致凸和单调点进行了一些研究 |
| 8. | Chapter 3 monotone points in musielak - orlicz sequence spaces : the role of monotonicity in banach much like the rotundity in banach spaces
第三章musielak - orlicz序列空间的单调点：单调性在banach格中的地位十分相象于凸性在banach空间中的地位 |
| 9. | Last we give criteria of uniform rotundity point and weak uniform rotundity point in musielak - orlicz sequence spaces in chapter 3 . for musielak - orlicz function spaces case , we only give necessity and sufficient condition of the spaces are uniformly local convex since the case is very complex
本文在第三章，由于musielak - orlicz空间的复杂性，只给出了该空间局部一致凸的判别准则，本文给出了musielak - orlicz空间的一致凸点和弱一致凸点的判别准则。 |
| 10. | The main results of the thesis are summarized as following : chapter 1 introduction : it is reviewed that developing course of the theory and geometry of orlicz sequence space during more than 60 years studies . moreover , it is evaluating and summarizing the pioneer ' s main research results , and showing the background and significance of the content of each part in this thesis
全文共分三章，主要工作总结如下：第一章绪论：回顾了orlicz空间理论和广义orlicz空间几何学六十多年来的发展历程，评价和总结了前人的主要研究成果，并展示了本文各部分所讨论内容的背景和意义 |
