回归模型只能给出这个问题的一个数值答案。
"Regression models can answer a question with a numerical answer."
那些数值显示的是一些非常严重的健康问题。
What those Numbers revealed were some very dangerous health issues.
通常这个数值很大，所以不会产生问题，并且在需要时，应用程序可以请求更大的值(直到某个上限)。
Often that number is high enough to not cause a problem, and the application can request more (up to a limit) if need be.
这些值都是能使整个问题的目标函数最小化的整数值。
Those values are integers that minimize the problem's objective function.
下面给出前面用数值所处理的问题的输出。
The output for the problem previously conducted numerically will now be given.
本文的目的是研究上述问题的数值解。
The aim of this thesis is to study the numerical solutions of the problem.
针对物理海洋数值计算普遍存在的部分问题，提出了新的计算方法。
Some new methods for universal difficulty in physical ocean numerical calculation are put forward.
研究了飞机外挂物投放问题的数值模拟方法，并应用于安全性设计。
A numerical simulation method on aircraft store separation was studied and applied in safety design.
但这种方法由于数值实现比较困难，处理高次模问题有一定的局限性。
Because of the difficulty of numerical realization, this method is limited to base mode problem.
数值例子表明，遗传算法很好地解决了这个问题。
The numerical example shows that GAs are explicit and effective.
数值结果表明，AMG＿CG法对求解三维弹性问题有限元方程是十分有效和健壮的。
Numerical results have shown that this AMG_CG method is very efficient and robust.
对凹槽通道中的流动和换热问题进行了数值模拟。
The flow and heat transfer in a grooved channel were numerically studied.
给出了椭圆外区域上各向异性问题的一种数值解法。
Existence of solution and compare method of elliptic boundary value problems;
直接应用通常的有限单元程序来解接触问题会遇到数值困难。
It is difficult to solve the contact problem by usual finite element program.
在数值分析中，前处理总是人们关心的问题。
In numerical analysis, people are always concerned about preprocessing.
基于结构和平面应变单元，采用数值下限法分析结构–土体接触的稳定性问题。
Analysis of ultimate lateral resistance of sheet piles in clay by numerical lower bound method;
势流问题大量采用边界元方法数值求解。
Boundary element method is the most widely used method for potential flow.
脉动压力随机荷载分析。 解决脉压振动数值分析计算所需的脉动压力问题。
Pulsating pressure of water analysis for the needing of load in vibration response analysis.
优化问题求解的目的就是要找到使目标函数值达到最大或最小的取值条件。
The purpose is to find the conditions of the objective function's minimum or maximum.
优化问题求解的目的就是要找到使目标函数值达到最大或最小的取值条件。
The purpose is to find the conditions of the objective function's minimum or maximum.
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