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mathematical induction相关的网络例句

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In this paper,Author using method of combinatorial analysis and mathematical induction have proved several properties of sort a of the sum seguence about Fibonacci number.

文中用组合分析中的计算方法得到了关于Fibonacci数的一类和数列的性质。

Mathematical induction is an important method in mathematics.

数学归纳法是数学中一种重要的证明方法,也是中学数学一个非常重要的内容,用于证明与无穷的自然数集相关的命题。

Not considering the restriction of the depot s transporting ability in the existing achievement of emergency dispatch, consequently, this chapter establishes a sole-resource optimized dispatch model aimed at "the shortest dispatch time" which includes the constraint of transporting ability under time restriction firstly. Moreover, the chapter deduces the algorithm of the model by mathematical induction step by step. Secondl y, it simplifies the former model and gives a simpler sole-objective model and corresponding algorithm including the constraint of transporting ability. At last, on the basis of the improved model, this chapter discusses a two-phase programming model and a multi-objective programming model which are aimed at "the shortest dispatch time" and "the fewest number of mobilized depots" including the constraint of transporting ability under time restriction.

由于现有应急调运的研究成果中没有考虑到各物资供应点受运输能力的约束,因此本章首先建立限制期内以"应急调运时间最短"为目标且含有运输能力约束的单物资调运优化模型:并利用逐步递推法推导出具体的求解算法;然后,进一步地将此模型及算法进行简化,建立更加简单的含有运输能力约束的单目标优化模型:并且讨论其算法;最后,在改进的优化模型的基础上,讨论限制期内含有运输能力约束且以"调运时间最短"、"出动的供应点数目最少"为目标的双层规划及多目标规划的优化模型及解法。

The analysis is based on the mathematical induction.

我们的分析方式是以数学归纳法为基础。

Here, I mathematical induction mathematics in secondary schools in the solution that skills and common errors to point view.

在此,我就数学归纳法在中学数学中的解题技巧和常见的误区提出一点看法。

The correctness of DCMPH is proved by mathematical induction and the time complexity is analyzed in theory.

组播是由一个结点同时向多个目的结点发送信息的通信方式。

As-samawal used a simple inductive way which played a important role in establishing mathematical induction in this book.

萨玛瓦尔在书中所运用的一种归纳方法,对后世数学归纳法的建立起到了重要的作用。

Finally, the fact is proved using mathematical induction and the character of stochastic matrix.

首先介绍了防御矩阵的概念、物理意义、重要性质及计算方法,分析了防御矩阵满足乘法交换律的重要意义,最后综合运用数学归纳法和随机矩阵性质证明了防御矩阵满足乘法交换律的事实,此结论无论对于多层防御系统的防御效用值研究连是矩阵理论研究都有一定的指导作用。

Is a A very common method of problem solving even in universities in some courses, such as advanced algebra, mathematical analysis and are often used to prove some mathematical induction proposition.

即使在大学中的一些课程中,如高等代数,数学分析等也常常用到数学归纳法来证明一些命题。

After questionary,the circumstance of college students of science and engineering mastering the mathematical induction is obtained:many students knew how to use the mathematical induction,but they didn't know its logical basis and logical theory.

通过问卷调查,了解到理工科学生掌握数学归纳法的状况,绝大多数人会用数学归纳法,但他们不知道数学归纳法的逻辑基础和逻辑原理。

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