recurrence relation中文是什么意思

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中文翻译
造句

差分方程
迟推关系
递归关系
递回关系式
递推关系
循环关系
重现关系

recurrence n. 1.复回，重现，再发；来去，反复，隐现。 2.【数 ...
relation n. 1.说话，叙述，报告；故事。 2.关系，联系；〔p ...
homogeneous recurrence relation 齐次递推关系
linear recurrence relation 线性递推关系
no recurrence 无复发,不再发生
recurrence n. 1.复回，重现，再发；来去，反复，隐现。 2.【数学】递归，循环；回想。 3.〔罕用语〕倚赖。 a recurrence formula 递推[递演]公式，循环公式。 have recurrence to arms 用武力解决。
in relation to 关系到; 关于, 涉及; 关于,涉及; 关于,有关；与…相比; 关于，涉及，有关；与...相比; 关于至于; 同……有关; 有关,关于; 有关，关于，涉及; 有关，涉及; 与有关联; 与…有关的
is-a relation is-a 关系
relation n. 1.说话，叙述，报告；故事。 2.关系，联系；〔pl.〕(利害)关系，交情；〔pl.〕国际关系。 3.亲戚关系；亲戚。 4.【法律】告发；追溯效力。 5.比率，比数。 6.〔pl.〕男女关系；性关系。 diplomatic relation 外交关系。 the relations of production 生产关系。 social relations 社会关系。 the relation between cause and effect 因果关系。 the relation of father and son 父子关系。 Is he any relation to you 他是你的亲戚吗？ bear no relation to ＝be out of all relation to 和…无关，和…完全不称。 The outlay seems to bear no relation to the object aimed at. 这费用似乎和预期目的完全不相称。 have relations with 和…有(某种)关系。 have relation to 有关；和…有关系(The report has relation to a state of things now past. 这个报告是关于现在已经过去的事件的)。 in [with] relation to 关于…，就…而论。 make relation to 提及…，读到…。 relation by marriage 姻亲，裙带关系。
with relation to 关系到; 关于, 涉及, 有关; 关于，涉及，有关；与...相比; 津津有味地, 有兴趣地
boolean recurrence 布尔递归
diet recurrence 食复
emotion recurrence 情志致复
eternal recurrence 永劫回归
faulting recurrence 断层复活; 断裂复活
homeomorphic recurrence 恒形态回归
linear recurrence 线性递归
medicine recurrence 药复
no evidence of recurrence 无复发征象
overstrain recurrence 劳复
overstrained recurrence 热病劳复
persistent recurrence 持续回复性
postcoital recurrence 女劳复
prevent recurrence of 防止复发
rate of recurrence 再发率

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例句与用法

This demonstrates the double-index recurrence relation .
这给出一个二重下标的递推关系。
Research on the solution of a class of non - linear recurrence relation
对一类非线性递推关系解的研究
Solution to sequence of numbers determined by linear nonhomogeneous recurrence relations
线性非齐次递归式的求解
In this chapter , we establish convergence theorem by using the recurrence relations
在这一章中，我们是用递归法给出了迭代法的收敛理论。
3 kogge p , stone h . a parallel algorithm for the efficient solution of a general class of recurrence relations
这三部分中，进位传播模块是决定整个加法器性能的关键部分。
Under the same lipschitz condition as for newton ' s method , we give a result on the existence of a unique solution for the nonlinear equation by using a technique based on a new system of recurrence relations
在与kantorovich条件相同的lipschitz条件下，我们通过基于新的递归关系的技巧给出非线性方程解的存在唯一性定理。下面介绍本文的主要内容。
In chapter 2 , we discuss lipschitz condition which is satisfied by the second frechet - derivative of operator through the use of recurrence relations , so as to make it meaningful in general and get the convergence theorem
第二章，通过运用递归技巧，对算子的二阶fr chet导数满足的lipschitz条件进行讨论，以使其在一般情况下有意义，并得到newton法的收敛性定理。
In section two , the algorithms of vector - valued rational interpolants are stated generally . then a new algorithm of brivate vector - valued rational interpolants by means of complexification of the knots and backward three - term recurrence relations is given
然后利用插值型值点复数化的方法及向量值连分式的向后三项递推关系式讨论并给出了二元向量值有理插值的一种新算法。
In the third chapter , we derive a new family of deformed halley methods without the evaluation of the second frechet - derivative to approximate the roots of nondifferentiable equations in banach space . we also provided a existence - uniqueness theorem and a new system of recurrence relations
在第三章中，构造了一族避免二阶fre chet导数的修正halley迭代，用其去逼近banach空间中非线性算子方程的解，同时给出了存在唯一性定理和一种新型的递归关系。
A new similarity method in fem is presented for researching of the problems about the nonuniform and irregular region , such as micromachined microwave coplanar waveguide . by using this method , we calculate the characteristic impedances of mems waveguide and analyse the change with its different dimensions . with the use of a recurrence relation , this new method not only use much less computer ' s memory than the conventional fem , but also simplify the post - process
对低阻硅衬底上实现v型槽mems共平面波导进行了详细深入的研究，提出并采用混合相似剖分有限元方法对不规则结构传输线的特性阻抗进行数值分析，在验证了方法的正确性基础上，进行了大量计算，并总结了常用50 、 120等阻抗传输线的结构参数。

更多例句： 1 2

其他语种释义

recurrence relationとは意味：循環関係

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Last modified time:Thu, 14 Aug 2025 00:29:56 GMT