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linear
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  线性
    Weighted Simultaneous Approximation by the Linear Combinations of Gamma Operators
    Gamma算子线性组合的加权同时逼近
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    Estimation Problems of Functional-Coefficient and Partial Linear Models
    函数系数和部分线性模型中的估计问题
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    Multivariate Splines, Piecewise Algebraic Curves and Linear Diophantine Equations
    多元样条、分片代数曲线及线性丢番图方程组
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    Study on Quaternary Linear Codes and Their Generalization
    四元线性码的研究及其推广
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    Bayesian Linear Inference Theory and Classification Identification Method for Multiple Populations in the Modern Economics and Management
    现代经济管理中的线性贝叶斯推断理论与多总体贝叶斯分类识别方法研究
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  线性的
    Singular Linear Dynamic Input-output Problem
    奇线性的动态投入-产出问题
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    THE PROOF OF MINKOWSKI GUESS TO A TYPE OF THE REAL NUMBER COEFFICIENT LINEAR FORM
    一类实系数线性的Minkowski猜测的证明
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    On the Conditions of Existence of Integrals Linear with Respect to Velocities for Chaplygin's Nonholonomic Systems
    чаплыгин非完整系统存在对速度为线性的积分的条件
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    STRUCTURE OF THE SOLUTION SET OF SEMILINEAR ELLIPTIC EQUATIONS WITH ASYMPTOTIC LINEAR
    渐近线性的半线性椭圆方程的解集结构
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    Utilize time array analytical method then , use one door limit autoregression in common use modeling method of model in time series analysis, turn non-linear door limit autoregression model into linear AR model is it deal with , cut apart data , segment modeling to go on, have set up the nonlinear kinetics model of the stock market.
    接着利用时间序列分析方法,运用了一种关于时间序列分析的门限自回归模型的通用的建模方法,将非线性的门限自回归模型转化为线性的AR模型进行处理、分割数据、分段建模,建立了股市非线性动力学模型。
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  线性方程
    Algorithms and Perturbation Analysis for Solving Consistant and Inconsistant Singular Linear Equations
    相容和不相容奇异线性方程组的算法与扰动分析
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    THE BOUNDEDNESS OF SOLUTIONS OF LINEAR SYSTEMS (dy_i/dt)=sum from k=1 to 2 a_i,k(t)y_k,(i=1,2)
    关于线性方程组(dy_i/dt)=sum from k=1 to 2 a_i,k(t)y_k,(i=1,2)解的有界性问题
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    SOLUTION OF LINEAR ALGEBRAIC EQUATIONS SYSTEM BY "0.618" METHOD
    解线性方程组的0.618方法
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    A DIRECT SOLUTION TO THE STRUCTURE SYMMETRIC SPARSE LINEAR EQUATIONS
    结构对称的稀疏线性方程组的直接解
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    Application of the Theory of Branching of Solutions of Nonlinear Equations to the Estimation of Pole Perturbance of Linear Closed-Loop Systems
    非线性方程分枝解理论在线性闭环系统极点摄动量估计中的应用
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  “linear”译为未确定词的双语例句
    A RELATION BETWEEN CHARACTERISTIC VALUES AND SINGULAR VALUES OF LINEAR INTEGRAL EQUATIONS
    缐性积分方程之特值及寄值间之一关系及其推论
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    THE BOUNDNESS OF SOLUTIONS OF LINEAR DIFFERENTIAL EQUATIONS y"+A(t)y=0
    关于二阶微分方程y″+A(t)y=0的解的有界性
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    Minimal Time Control of Linear System With Constant Coefficients
    常系数缐性系统的快速控制问题
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    An Application of Linear Programming in Optimum Stuctural Design and the Corresponding Sparse Algorithm
    线性规划在结构优化设计中的一个应用及其稀疏算法
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    THEORY OF NUMERiCAL LiNEAR DEPENDENCE AND iTS APPLiCATiONS
    数值相关性理论及其应用
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  linear
Reductive group actions on affine quadrics with 1-dimensional quotient: Linearization when a linear model exists
      
Such an action is called linearizable if it is equivalent to the restriction of a linear orthogonal action in the ambient affine space of the quadric.
      
A linear model for a given action is a linear orthogonal action with the same orbit types and equivalent slice representations.
      
We prove that if a reductive group action on an affine quadric with a 1-dimensional quotient has a linear model, then the action is linearizable.
      
We find presentations for the irreducible crystallographic complex reflection groupsW whose linear part is not the complexification of a real reflection group.
      
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The current and the potential drop under steady state in any branch of a linear, invariable network with any impressed electromotive forces and currents, are usually expressed as the ratio of two determinants. In this paper, short-cut methods for writing down directly the expansion of these determinants in thsir simplest forms are outlined, illustrated and proved. Comparison with similar methods are given. As a check of the result obtained, a method for finding out the total number of terms in the denominator...

The current and the potential drop under steady state in any branch of a linear, invariable network with any impressed electromotive forces and currents, are usually expressed as the ratio of two determinants. In this paper, short-cut methods for writing down directly the expansion of these determinants in thsir simplest forms are outlined, illustrated and proved. Comparison with similar methods are given. As a check of the result obtained, a method for finding out the total number of terms in the denominator determinant in its simplest form is developed.

稳定时电纲络中之电流或电位差通常皆用一分数表之。本文乃叙述及证明一简单方法,以写出此分数之分子与分母。此外并附以此法与其他类似方法之比较及求分母中所含项数之方法。

In the statistical theory of superlattices in binary alloys, the dependence of the interaction energy upon atomic arrangements is taken into account by regarding the interaction energy in Bethe's theory as an average quantity depending on the degree of order and the composition of the alloy. Two simple assumptions concerning the functional relationship of the interaction energy with order and composition are made. The first is a linear function of order and composition. The second is a linear function...

In the statistical theory of superlattices in binary alloys, the dependence of the interaction energy upon atomic arrangements is taken into account by regarding the interaction energy in Bethe's theory as an average quantity depending on the degree of order and the composition of the alloy. Two simple assumptions concerning the functional relationship of the interaction energy with order and composition are made. The first is a linear function of order and composition. The second is a linear function of the average numbers of pairs of atoms. The result of applying these assumptions to superlattices of the type AB is that the critical temperature as a function of the composition is a maximum for equal sumber of A and B atoms only when a certain relation between the coefficients in the assumed function is satisfied. In the cass of superlattices of type AB3 the theory of Bragg and Williams is used for simplicity. It is shown that when the composition varies, the maximum of the critical temperature may occur at any desired composition by a suitables adjustment of the coefficients in the assumed functions. There is thus a hope of removing the discrepancy between theory and experiment on this line. The anomalous specific heat at the critical temperature is also calculated for different compositions. In the case of the AB type of superlattices, Bethe's formula for the energy is no longer valid, and in order to calculate the specific heat, an approximate formula for the energy is obtained by analogy with the theory of Bragg and Williams. Finally, the problem of separation into more than one phase is briefly discussed.

在二元合金超格之统计力学理论中,原子间互作用能量,因原子之排列不同而异,其所生之影响,吾人擬於此篇中讨论之。吾人认为有Bethe氏理论中之相互作用能量,实为一平均值,其值因合金之秩序程度及其成分而异。吾人作二简单假设:一设相互作用能量为秩序及成分之线性函数,另一设其与原子对偶之数成线性函数。将此等假设应用於AB类之合金,则必须在所设函数中之系数间,有适当关系,合金之临界温度,始在成分为1:1时,有极大值。在AB_3类之合金,吾人乃应用Bragg及Williams二氏之理论以求简便。於此可证明若所设函数中之系数,可任意调整则所计算出之临界温度之极大值可在任何成分发生。故关於此点理论与实验不合之处,可望解决。又合金之反常比热,亦经算出。在AB类之合金,Bethe氏原来之能量公式不復可用,故另用与Bragg及Williams理论比较而得之公式计算。又关於合金可分为二相或多相之问题,此篇亦大略论及。

The main purpose of this paper is, after making some necessary preliminaries on the theory ot linear differential operators in one real variable, to obtain the explicit condition that such an operator of any order be a Hermitean operator, and as application of the result point out various quantum-mechanical instances.

本文先论一实变数之线形微分演素(operator之若干性质,主旨在寻求Hermite演素之条件,并举出量子力学中之各种例证。

 
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