1) noninferior matrix
非劣矩阵
1.
Based on these concepts, method of noninferior matrix to solve multiobjective dynamic programming problems with indefinite phases was given.
在此基础上构造出不定期多目标动态规划问题的非劣矩阵解法。
2) multiobjective return noninferior matrix
多目标阶段收益非劣矩阵
1.
Three concepts are given,which are multiobjective return noninferior matrix,multiobjective return noninferior compound matrix and multiobjective forward recurrence matrix.
针对多目标动态规划问题，指出其一般只存在非劣解的性质，提出了多目标阶段收益非劣矩阵、多目标阶段收益非劣合成矩阵和多目标逆向递推矩阵等概念。
3) diagonally minor matrix
对角占劣矩阵
4) non-matrix method
非矩阵法
5) nonnegative matrix
非负矩阵
1.
Combinatorial structures on nonnegative matrix with zero trace;
迹为零非负矩阵的组合结构
2.
Estimation of new bounds on the spectral radius of nonnegative matrix;
非负矩阵谱半径的一个新界值估计
3.
The installation of "new bound" for spectral radius of nonnegative matrixs;
非负矩阵谱半径的“新界”设置
6) nonnegative matrices
非负矩阵
1.
Spectral Radius and Infinity Norm of the Product of Two Nonnegative Matrices;
非负矩阵乘积的谱半径与无穷范
2.
Estimation for the Perron Root of Nonnegative Matrices and Its Application;
非负矩阵Perron根的估计及其应用
3.
Inverse eigenvalue problem for nonnegative matrices
关于非负矩阵的反特征值问题
补充资料：驳驳劣劣
1.莽戆。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
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