Webbrecursive relation [数] 递归关系 ; 翻译 recursive computation [数] 递归计算 ; 递归计算英语 ; 递归计算 recursive procedure [计] 递归过程 ; 翻译 Recursive Method [数] 递归法 ; 递回方法 ; 递归法英语 recursive relationship 递归联系 ; 递归关系 ; 递回关系 recursive lock 递归锁 recursive orbit 回归轨道 recursive structure [数] 递归结构 ; 递归结构 recursive inference … Webb"递推" 英文翻译: recursion; recurrence 递推定义 recursive definition; 递推公式 [数学] recursion formula; 递推关系 [数学] recurrence [recursion] relations; 递推过程 recursive process; 递推控制算法 recursive control algorithm; 递推体系 recursive system
recursion - Memoization of a function defined by a recurrence relation …
Webb9 juni 2012 · Recursion Start with Sequence: Each term has a recurrence relation with the previous term. A recurrence relation is an equation that defines each later terms of a Sequence by reference to earlier terms in the Sequence Now you have a Sequence at hand and for defining the nth term of the Sequence you refer (nth - 1), (nth -2) ... Webb1) recurrence relation 递推关系式 1. In recurrence rela-tion that means recurrence relation formula is the solution of Dn,that is 给出一个用 递推关系式 计算n阶行列式的一个讨论,即 递推关系式 是 (pi ∈C,i=1,2,3) (n≥4)的情况下的的计算方法。 2. In this paper,the construction of parametric rational circular arc spline is introduced briefly,the recurrence relation bet. coviello classics
递推英文_递推英语怎么说_翻译 - 爱查查
递归(英語:Recursion),又译为递回,在数学与计算机科学中,是指在函数的定义中使用函数自身的方法。递归一词还较常用于描述以自相似方法重复事物的过程。例如,当两面镜子相互之间近似平行时,镜中嵌套的图像是以无限递归的形式出现的。也可以理解为自我复制的过程。 Webb16 apr. 2024 · Recursion is the repeated use of a procedure or action. Generally, the procedure calls itself at some point. This differs from the definition of recurrent, in that you are strictly following a procedure or action. Recurrent can be used to define something that happens all the time, like say, rain. Webb19 jan. 2024 · We then define: ψ ( x) = ∑ n = 0 ∞ a n x n . (power series) Plugging it into the formula we get to this step: ∑ n = 0 ∞ a n n ( x n − 1 − x n) − 1 = 0. How can we then identify the recursive relation between the summands thus determine a n + 1 ? ordinary-differential-equations. summation. coviello commedia dell\u0027arte