Fibonacci number
英 [ˌfɪbəˈnɑːtʃi ˈnʌmbə(r)]
美 [ˌfɪbəˈnɑːtʃi ˈnʌmbər]
网络 斐波那契数列; 费氏数列; 斐波那契数; 菲波纳契数列; 斐波纳契数
双语例句
- To solve this problem, a Java programmer might be tempted to define a function that gives you the nth Fibonacci number.
为了解决这个问题，Java程序员一般会想到要定义一个函数来给出第n个Fibonacci数。 - The Fibonacci numbers are an integer sequence where for a given number, the Fibonacci value can be calculated using: F ( n)= F ( n-1)+ F ( n-2).
Fibonacci数列是一种整数序列，可以使用以下算式计算各个Fibonacci值：F（n）=F（n-1）+F（n-2）。 - Sequential iteration: The Fibonacci sequence code is called iteratively multiple times to match the number of workers that were executed in the SPE and Pthread tests above.
序列迭代：多次调用Fibonacci序列代码，从而与上面的SPE和Pthread测试中执行的工作者线程匹配。 - The general term formula of Fibonacci sequence and golden number; A Interactive Segmentation of Medical Image Series
广义Fibonacci数列与黄金分割数一种医学图像序列的交互式分割方法 - Multi-output Fibonacci Type LFSR Based Uniform Random Number Generator: Design and Analysis
多输出外部反馈型LFSR均匀分布随机数生成器的分析与设计 - Self-assembly on core/ shell microstructures driven by stress into triangular and Fibonacci number patterns
内核/壳层微结构上应力驱动的三角和斐波纳契数花样 - With the use of properties of the 1st and 2nd Chebyshev polynomials and the relationship with Fibonacci number and Lucas number, the Sum of products of Fibonacci-Lucas number even power is obtained.
利用第一、二类Chebyshev多项式的性质及其与Fibonacci数和Lucas数的关系得到了关于Fibonacci-Lucas数乘积的偶数次方的积和式。 - Some Properties of Fibonacci Sequence of Number and Its 'Proof in Matrix Theory
Fibonacci数序列的性质及其矩阵证明 - Through the study of the properties of Jacobi polynomials, some identities Jacoby Polynomials and Fibonacci number are obtained.
通过对雅可比多项式性质的研究，利用初等方法得到了关于雅可比多项式的一组恒等式.并研究了雅可比多项式与斐波那契数的关系。 - Sum of products of Fibonacci number odd power
Fibonacci数奇数次方的积和式 - Base on the method of Newton iteration in this paper, a sign algorithm of spanning Fibonacci sequence of number is presented.
本文基于牛顿迭代原理，提出一个生成Fibonacci数列的符号算法。 - Fibonacci number of D_n and related graphs
Dn及其相关图的斐波那契数 - Relations of two classes of generalized Fibonacci number
两类广义Fibonacci数列的关系 - Combinatorial Twin Identities(ⅹ): Generalized Fibonacci's Number and Generalized Lucas's Number Type
孪生组合恒等式（十）&推广Fibonacci数与推广Lucas数类型 - Fibonacci's number and Lucas's number are the same recurrence relations, they are a pair of twin sequence of number.
Fibonacci数与Lucas数具有相同的递推关系，它们是一对孪生数列。 - The author proposes a concept of associated numbers ( see Chapter 6), gives the generating functions by mechanized method, and discusses combinatorial formulas on associated numbers, finally, obtained a number of combinatorial identities related to Pell numbers, Fibonacci numbers and Chebyshev polynomials.
提出相伴数的定义，采用数学机械化的方法给出了相伴数的发生函数（第六章），给出了相伴数与Pell数，Fibonacci数和两类Chebyshev多项式之间的组合恒等式。 - A Note of General Term Formula for Fibonacci Number Sequence and Fibonacci Matrix
Fibonacci数列通项公式的一个注及Fibonacci矩阵 - Some relevant problems of the Fibonacci number
与Fibonacci数有关的几个问题 - This article investigates golden number and Fibonacci sequence, which is closely related to it, in an aesthetic view. We present many examples to illustrate the applications of Fibonacci sequence and explain its significant meaning in the method of optimal selection.
本文用美学的观点研究了黄金数和与之有密切关系的Fibonacci数列，并给出了大量应用Fibonacci数列的例子，说明了它在优选法上的重要意义。 - Probability relation between the natural number sequence and the Fibonacci sequence
Fibonacci序列与自然数序列的概率联系 - In combinatorial number theory, the problem of identities involving the Fibonacci and Lucas numbers is thorough and far back.
在组合数论中，涉及Fibonacci及Lucas数的恒等式也是一个非常深入和久远的问题。 - Some properties of the Fibonacci sequence are discussed and some probability relations between the Fibonacci sequence and the natural number sequence are obtained.
讨论了Fibonacci序列的一些性质，得到Fibonacci序列与自然数序列的某些概率联系。 - Other Two Proofs and Characters of Fibonacci Number
Fibonacci数的另两个证明及其性质 - A sign algorithm of spanning Fibonacci sequence of number
生成Fibonacci数列的一个符号算法 - Based on special lattice paths and number sequences, we also present combinatorial proofs for two matrix identities related to odd terms of Fibonacci numbers.
在第二部分我们利用特殊格路和数字序列，给出了两个与Fibonacci数的奇数项有关的矩阵恒等式的双射证明。