| 1. | Formulation solution of class mathematical programming problems
一类数学规划问题的公式解 |
| 2. | Solving the problem of a mathematicial programming in genetic algorithm
遗传算法求解一类数学规划问题 |
| 3. | Equivalent formulations for mathematical programs with equilibriun constrains
带有平衡约束数学规划的等价方程 |
| 4. | On the application of mathematical programming in the estimation of function value
数学规划在函数值估计中的一个应用 |
| 5. | Higher order f - convexity and higher order symmetric duality in non - differentiable mathematical programming
一个不可微数学规划中的高阶对偶模型 |
| 6. | There are no effective methods to solve the problem . this paper did a research on truss structure optimization
作为一个全局优化问题，数学规划对其没有特别有效的方法。 |
| 7. | Investigates the problem of how to establish the functional optimizing model for roads by means of mathematical programming
摘要运用数学规划方法探讨了道路功能优化模型的建立。 |
| 8. | To tackle the problem , a mathematical programming model is developed on the basis of air traffic equilibrium and cost optimizing
为了描述该问题，建立了基于空中交通均衡分配的成本最优的数学规划模型。 |
| 9. | How to solve it is much more complex than that of ordinary mathematical programming because of its random coefficients
由于在系数中引入了随机变量，使得随机规划问题的求解比普通的数学规划要复杂得多。 |
| 10. | He applied it to many practical problems and then formed one important branch of mathematical programming - dynamic programming
并将其应用于很多实际问题，从而形成了数学规划中的一个重要分支? ?动态规划。 |
