| 1. | Radon - nikodym property and girth of orlicz - sobolev spaces
序列空间的一致凸点 |
| 2. | Some convex properties of cesaro vector - valued sequence space
矢值序列空间的一些凸性 |
| 3. | Nonsquare constant in some orlicz sequence space
序列空间的非方常数问题 |
| 4. | Multipliers into sequence spaces
到序列空间的乘子 |
| 5. | Nearly uniformly convex in
序列空间的接近一致凸性 |
| 6. | Monotone points of musielak
序列空间的单调点 |
| 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. | This paper mainly discusses the dynamical properties of shift map a on the space ( z + ) of infinite sequences comprises sequencable infinite num - ber of symbols
本文主要讨论了可列无穷个符号组成的无穷序列空间( z ~ + )上移位映射的动力性质，得到( ( z ~ + ) ， )是拓扑混合的。 |
| 10. | By using the operator semigroup theory we prore the existence of a unique positive solution of this model on c0 and study the spectral properties of the corresponding operator
我们运用算子半群理论，证明了此模型在序列空间c 。上存在唯一非负的时间依赖解，并且研究了相应算子的谱特征。 |
