借助数学规划中的非线性理论，可构造出上述问题的直接迭代求解算法。
The nonlinear theory of mathematical programming was used to develop a direct iterative algorithm.
以离散数学和组合数学为代表的可构造性数学是计算机科学与技术学科的最重要的数学基础。
Combinatorics and discrete mathematics are the most important mathematics foundation in science and technology of computer.
借助数学规划中的非线性理论，可构造出上述问题的直接迭代求解算法。
According to the nonlinear theory of mathematical programming, a direct iterative algorithm is constructed.
借助数学规划中的非线性理论，可构造出上述问题的直接迭代求解算法。
According to the nonlinear theory of mathematical programming, a direct iterative algorithm is constructed.
应用推荐