| 1. | Furter discussion on minimal polynomial of matrik
矩阵的最小多项式的进一步讨论 |
| 2. | The minimal polynomial and matrix opposite angle
最小多项式与矩阵的对角化 |
| 3. | The minimal polynomial of element in the innerproduct module - ring
内积模环中元的最小多项式 |
| 4. | The solution of minimal polynomial polynomial
最小多项式的求法 |
| 5. | An algorithm for finding the minimal polynomial of a fls r - circulant matrix
循环矩阵的极小多项式的算法 |
| 6. | Algorithms for finding the minimal polynomials and inverses of permutation factor circulant matrices
求置换因子循环矩阵的极小多项式和逆的算法 |
| 7. | Hence an algorithm for the minimal polynomial of a block circulant matrix over the field is presented
) bner基，从而给出了求块循环矩阵的极小多项式的算法。 |
| 8. | This article deals with solution of minimal polynomial and the application of minimal polyomial to solving relevant problems
摘要本文介绍最小多项式的求法，以及利用最小多项式解决相关问题。 |
| 9. | So finding the minimal polynomial of a block circulant matrix is transformed into computing the reduced grobner basis of a kernel of a ring homomorphism
因此，将求域上块循环矩阵的极小多项式转化为求一个环同态的核的简化gr ( |
| 10. | The aim of this paper is to study the applications of grobner bases in finding the minimal polynomial of a given matrix and its inverse if it is nonsingular and to discuss selfdualities over a polynomial ring
) bner基理论在求矩阵极小多项式，判定矩阵可逆性和求逆矩阵等方面的应用，并讨论了多项式环的分次自对偶问题。 |
