| 1. | The principle of a crc technique is the following: the eight bits of the word are treated as coefficient of a polynomial of degree 7 .
CRC方法的原理如下：一个字的8位作为7次多项式的系数。 |
| 2. | Furter discussion on minimal polynomial of matrik
矩阵的最小多项式的进一步讨论 |
| 3. | The characteristic polynomials of a class of mixed arrangements
一类混杂构形的特征多项式 |
| 4. | Fitting of an orthogonal polynomial of arbitrary random nodes
任意散乱节点的正交多项式拟合 |
| 5. | The minimal polynomial of element in the innerproduct module - ring
内积模环中元的最小多项式 |
| 6. | The calculated formula of adjoint polynomials of a class tree
一类树族的伴随多项式及其恒等式 |
| 7. | Characteristic polynomials of covering graphs
图覆盖的特征多项式 |
| 8. | General methods to factorization of polynomial of one indeterminate
一元多项式因式分解一般方法 |
| 9. | The roots of adjoint polynomial of the graphs contain triangles
一类含三角形图的伴随多项式的根 |
| 10. | Factorization of adjoint polynomials of graphs gs i p , 2 nj
的伴随多项式因式分解的图论方法及应用 |
