| 1. | One of the most important, most difficult, and most exasperating unsolved problems of operator theory is the problem of invariant subspaces .
算子理论中最重要、最困难也最令人烦恼的未解决问题之一就是不变子空间问题。 |
| 2. | The cheapest way to get one is to invoke the spectral theorem and to conclude that normal operators always have non-trivial invariant subspaces .
取得这样结果的最省力的尝试是引用光谱定理而得到正规算子恒有非平凡不变子空间的结论。 |
| 3. | Fuzzy affine spaces and fuzzy vector subspaces
模糊仿射空间与模糊向量子空间 |
| 4. | A class of inverse problem for matrices on subspace
子空间上一类矩阵反问题 |
| 5. | The points on s have one distance to translation subspace of l
的平移子空间距离为1的点 |
| 6. | A conjugate gradient method based on subset of subspace
基于子空间子集最优的共轭梯度法 |
| 7. | Subspace iteration accelerated by using chebyshev polynomials
多项式加速的子空间迭代法 |
| 8. | Dynamic subspace tracking method for cdma system
系统动态子空间跟踪算法 |
| 9. | Perturbation of eigenvalues associated with inviariant subspaces
不变子空间上特征值的扰动 |
| 10. | Compact perturbations of hyperinvariant subspace
超不变子空间的紧摄动 |
