| 1. | And then , multiple - dimention asmptotic periodic function space is still banach space
而且把结论推广到高维空间，也会得到渐近周期函数空间是banach空间 |
| 2. | In this paper , we studied the convergences of two deformed newton iterations and a de - formed halley iteration
本文对banach空间中两种修正牛顿代及一种修正halley迭代的收敛性进行了研究。 |
| 3. | These new derivatives are equivalent to old one in hilbert space , but this is not true in banach space
这些“新的”微分概念在hilbert空间中等价于已有的概念，但在banach空间中将出现不等价问题。 |
| 4. | In chapter 3 , the applications of mixed monotone operators to differential ( - integro ) equations in banach space are given
第三章，讨论了非线性混合单调算子在banach空间中非线性脉冲微(积)分方程方面的应用。 |
| 5. | Chapter 3 studies these problems and thus lays a foundation for discussing the optimal control theory in banach space
本章针对这些问题进行了研究，它为后面讨论banach空间中的最优控制问题打下了一定的数学基础。 |
| 6. | The algorithm problem of solving nonlinear operator equation f ( x ) = 0 in banach space has been studieded by many numerical scientists
求解banach空间中非线性方程f ( x ) = 0算法问题，一直是数值工作者所研究的问题。 |
| 7. | Due to the extra boundary integration item of the corresponding functional , to make the functional hold , we must research it in a new banach spac
由于在对应的泛函中多出了边界项，为了使泛函有意义，必须引进新的banach空间论。 |
| 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. | The properties of asmptotic periodic function and the asmptotic periodic function space are studied , accordingly , we have , the asmptotic periodic function space is banach space
并在此基础上，进一步研究渐近周期函数所构成的空间，相应的得到渐近周期函数空间是banach空间 |
| 10. | These new methods offer us some new approaches to the operator theory . this paper contain four chapters . chapter 1 deals with co semigroups on banach lattice as well as with their properties
格上正算子在banach空间和算子论的研究中占有非常重要的地位，为研究算子的性质提供了一些新的途径。 |
