This paper considers the nonlinear programming problem of interval parameters.
摘要讨论了区间参数非线性规划问题.
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The fixed charge transportation problem ( FCTP ) is a special linear programming problem.
固定费用运输问题是一种特殊的线性规划问题.
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In this paper , linear bilevel programming problem ( LBP ) is considered.
关于线性二层规划的 求解 问题.
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This thesis applies dynamic programming principle to solve nonlinear programming problem.
应用动态规划原理来解决一类非线性规划问题.
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To general 0 - 1 Integer Programming Problem problem, we present a semi - roboticized DNA computing model.
对一般的0-1整数规划问题提出了一种半自动化的DNA计算模型.
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To calculate control sequence , nonlinear model predictive control involves optimization to a nonlinear programming problem.
非线性预测控制在每个控制周期需要求取控制量, 其实质为非线性优化问题.
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The numerical experiment shows that this algorithm is effective in dealing with the nonlinear programming problem.
数据实验表明该算法对带约束的非线性规划问题求解是非常有效的.
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A new interior point wideneighborhood predictorcorrectingalgorithm is presented for a linear programming problem.
提出了一种新的内点算法——宽邻域预估校正算法.
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The discussion of the relation of bilevel linear programming problem ( BLPP ) and BBPP is also given.
此外,还讨论了二层线性规划与双目标规划的关系.
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Genetic algorithm based on natural evolutionism is a good method to resolve complicated nonlinear programming problem.
摘要基于自然进化原理的遗传算法是一种解决复杂非线性规划问题十分有前景的方法.
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This paper offers a mathematical model of of the original wells into 0 - 1 programming problem.
利用均匀网格对点近似覆盖的性质,将旧井的利用问题归结为 0-1 规划问题,依此建立数学模型.
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