大家都搜:
矩阵论
1、definiteness of matrices───矩阵的确定性
2、theory of evolution───进化学说; 天演;进化学说,[进化]进化论
3、theory of gravity───引力论
4、theory of everything───万物至理;万用理论;万有理论
5、matrices───n.[数]矩阵;模型;[生物][地质]基质;母岩(matrix的复数)
6、conformable matrices───可相乘矩阵
7、partitioned matrices───分块矩阵(partitionedmatrice的复数)
8、convolving matrices───卷积矩阵
9、dimensions of matrices being───矩阵的维数
1、The generalized strict opposite Angle occupies the superior matrix the determination holds the important status in the computational mathematics and the theory of matrices research.───广义严格对角占优矩阵的判定在计算数学和矩阵论的研究占有重要的地位。
2、In this book, Denis Serre begins by providing a clean and concise introduction to the basic theory of matrices.───在这本书中,塞尔丹尼斯开始通过提供一个干净,简明介绍了矩阵的基本理论。
3、Applications of the theory of matrices───矩阵论的应用
4、This paper presents an efficient algorithm for the implicitization of parametric curves defined by polynomial parametric equations, which is mainly based on the theory of matrices.───给出了多项式参数方程定义的参数曲线的有效隐式化算法,此算法主要是基于矩阵理论。
5、The truncated moment, infinite moment and inequality moment problems are discussed by using the theory of matrices.───本文利用矩阵论的方法讨论截断矩问题,无穷矩问题以及带不等号的矩问题。
1、The generalized strict opposite angle occupies the superior matrix the determination holds the important status in the computational mathematics and the theory of matrices research.