| 1. | Generalized positive definite matrices and its property
广义正定矩阵及其性质 |
| 2. | Further researches on generalized positive definite matrices
广义正定矩阵的进一步研究 |
| 3. | On dx - generalized positive definite matrices
广义正定矩阵 |
| 4. | Note on determinant inequalities of generalized positive definite matrices
关于广义正定矩阵行列式不等式的注记 |
| 5. | A method of application positive definite matrix to distinguish minimax value of bidifferentiable function
一种用矩阵的正定性判别二阶可微函数极值的方法 |
| 6. | Results linear complementary problem have unique solution when m is generalized positive definite matrix
结果得到了当m是广义正定矩阵时，线性互补问题存在唯一解。 |
| 7. | In this paper , we ' ll give another simple method to seek normal orthogonal basis by using the properties of positive definite matrix
摘要利用正定矩阵的性质，得到标准正交基的另一种较简单的求法。 |
| 8. | Aim to solve question about the existence and uniqueness of the solution for linear complementary by using generalized positive definite matrix
摘要目的解决用广义正定矩阵来判别线性互补解的存在唯一性问题。 |
| 9. | We extend the determinant inequality of generalized real positive definite matrices that is advanced by paper [ 3 ] . moreover we give its convex inequality
摘要推广了文献[ 3 ]中的广义实正定矩阵的行列式不等式，同时给出了广义实正定矩阵的凸性不等式。 |
| 10. | Further extended is the definition of the positive definite matrix . thus obtained is the non - symmetrical generatized positive definite matrice and some of its results
摘要对常规的正定矩阵的定义进行了再推广，由此得出非对称的广义正定矩阵及一些结果。 |
