In this paper, fuzzy synthesis deciding model of the pregnant woman labor scheme was established by fuzzy mathematics method.
本文应用模糊数学方法建立孕妇分娩方案的综合评判模型。
As an example, a mathematics course selection scheme in a school is given based on this model, and the rationality and practical significance of this model is analyzed.
以某学校数学类课程为例，给出基于这个模型的选课方案，并分析了模型的合理性和实际意义。
This model considered the constrains and objective functions which are more close to reality, and solved the mathematics model combine elicitation method, at the same time, selected the best scheme.
该模型考虑了实际的约束条件，并结合启发式算法对其数学模型的求解进行探讨，对各个方案进行优选。
The paper proposes a scheme which based on one mathematics problem and a scheme which based on two mathematics problem.
分别提出了基于一个数学难题和同时基于两个数学难题的多重数字签名方案。
Using optimization theory a mathematics model which optimizes the distance square of project being evaluated and ideal optimization scheme is established.
该方法以优化理论为依据，以待评方案距理想最优方案的加权距离的平方为优化目标，建立了新的数学模型，并给出了精确解。
The mathematics model is applied to analyze bidding scheme through calculating finance net present value in this paper.
本文运用数学模型，分析计算出财务净现值最大时的投标方案。
Using value engineering theory and fuzzy mathematics theory, the paper establishes design change scheme and construction methods change scheme evaluation model.
因此运用价值工程原理和模糊数学原理建立了设计变更方案和施工方案变更方案的技术经济评价模型。
This text analyses the site selection of the distribution center through the ration of setting -up of two different method mathematics models and draws relatively good scheme for site selec-ti.
本文通过两个不同方法数学模型的建立定量地分析配送中心的选址。
This scheme is related to the mathematics; the Conjugate Gradient Method (CGM).
这项方案涉及到数学中的共轭梯度法（CGM ）。
We noted that only one type of verification scheme that was usually called "proof" was in the current curriculum for secondary school mathematics.
证明是检验方案的一种类型，证明有构造性证明与非构造性证明之分。
Based on the characteristics of support scheme for deep foundation pit, the objective function is constructed with theory of fuzzy mathematics and least square method.
针对深基坑支护方案的特点，应用模糊数学理论及最小二乘法准则构造目标函数，建立了一种适用于深基坑支护方案综合评价的模糊优化理论模型。
Based on the characteristics of support scheme for deep foundation pit, the objective function is constructed with theory of fuzzy mathematics and least square method.
针对深基坑支护方案的特点，应用模糊数学理论及最小二乘法准则构造目标函数，建立了一种适用于深基坑支护方案综合评价的模糊优化理论模型。
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