 全文文献 工具书 数字 学术定义 翻译助手 学术趋势 更多   收敛 的翻译结果: 查询用时：0.072秒 在分类学科中查询 所有学科 数学 自动化技术 电信技术 计算机软件及计算机应用 航空航天科学与工程 宏观经济管理与可持续发展 无线电电子学 力学 公路与水路运输 更多类别查询 历史查询  收敛   convergence
 A Convergence Theorem with Applications 一收敛定理及其应用 短句来源 A Convergence Theorem in Orlicz Space Orlicz空间上的一个收敛定理 短句来源 Concerning the Compactness and Convergence in Orlicz Space Orlicz空间上的列紧和收敛问题 短句来源 THE PROBLEM OF THE CONVERGENCE RADIUS OF THE T_c SERIES SOLUTION T_c级数解的收敛半径问题 短句来源 ON THE CONVERGENCE CONDITION OFTHE GRADIENT PROJECTION METHOD 关于梯度投影法的收敛条件 短句来源 更多 convergent
 The Iteration Method with Convergent Factor for the Natural Frequencies and Modes of Vibration 收敛因子法迭代求振动固有频率和振型 短句来源 A GLOBAL CONVERGENT ALGORITHM OF MIMO SELF-TUNING CONTROLLER M1MO自校正控制器的全局收敛算法 短句来源 CONVERGENT CHARACTER OF SIMPLE PROCEDURE SIMPLE方法的收敛特性 短句来源 Estimating Remainder r_n of Positive Convergent Series 收敛正项级数余项r_n的一种新的估计法及公式 短句来源 Taylor's Conjecture on the Space of Convergent Sequences of Complex Numbers 收敛复数列空间上的Taylor猜想 短句来源 更多 converge
 In this paper, we study the operator Ro(f, z) and obtain that Ro(f, z) doesn't converge to f(z)∈A(|z|≤1) in the sence of mean convergence in the space L_p(|z|=1) (0 本文考虑了文中提出的复算子R_n(f,z),得到了R_n(f,z)在空间L_p(|z|=1)(0收敛于f(z)∈A(|z|≤1)的结论。 短句来源 For the orthogonal series Σ∞ n=1 a nφ n(x) consist from the normal orthorhombic systems ｛φ n(x)｝ ∞ n=1 L p(E),In this paper,We give out the sufficient condition that the coefficients｛a n｝converge to zero,and we get the corollary on L 2([0,1]). 本文给出由就范正交系 { φn(x) } ∞n =1 Lp(E)构成的正交级数Σ∞n =1anφn(x) ,其系数an 收敛于零的充分条件及由此得到在L2 ([0 ,1])上的推论。 短句来源 Suppose X is a real Banach space and H∶X→X is a Lipschitz operator, T∶X→X uniformly continuous with the bounded range and H+T strongly accretive, then the Ishikawa and Mann iterative processes with errors converge strongly to the unique solution of the equation Hx+Tx=f. 设 X是实 Banach空间 ,H∶ X→ X是 L ipschitz算子 ,T∶ X→ X是值域有界且一致连续的算子 ,H + T是强增生算子 ,则具有误差项的 Ishikawa和 Mann迭代序列强收敛到方程 H x + Tx =f的唯一解 . 短句来源 Suppose that X is a real Banach space, H:X→X is Lipschitz operator, T:X→X is uniformly continuous with bounded range, H+T is strongly accretive. Then Mann and Ishikawa iterative processes converge strongly, almost stably, to the unique solution of the equation Hx+Tx=f.  设X是实Banach空间,H:X→X是Lipschitz算子,T:X→X是一致连续的且值域有界,H+T是强增生的,则Mann和Ishikawa迭代程序几乎稳定地强收敛到方程Hx+Tx=f的唯一解. 短句来源 In this paper,we study the convergence by the generalized Hermite Fejer interpolating polynomials on the complex plane,and we obtain the order of approximation that the polynomials converge to f(z)∈A(｜z｜≤1) in the sense of mean in the space l p (｜z｜=1)(0 研究了复平面上 ,广义 Hermite-Fejer插值多项式的收敛性。 得到了其在空间 lp(| z| =1 ) (0 收敛于 f (z)∈A(| z|≤ 1 )的逼近阶 ,所得逼近阶优于文献 [1、 4]中的逼近阶。 短句来源 更多 the convergence
 THE PROBLEM OF THE CONVERGENCE RADIUS OF THE T_c SERIES SOLUTION T_c级数解的收敛半径问题 短句来源 ON THE CONVERGENCE CONDITION OFTHE GRADIENT PROJECTION METHOD 关于梯度投影法的收敛条件 短句来源 ON AN ESTIMATION OF THE CONVERGENCE RATE FOR THE GALERKIN METHOD 关于伽略金方法收敛阶的估计 短句来源 NOTE ON THE CONVERGENCE PROPERTIES OF THE T_c SERIES SOLUTION T_c级数解的收敛性质 短句来源 THE CONVERGENCE ORDER OF INTERPOLATION BY HERMITE-FEJ(?)R POLYNOMIALS Hermite-Fej(?)r插值多项式的收敛阶 短句来源 更多 查询“收敛”译词为其他词的双语例句 查询“收敛”译词为用户自定义的双语例句

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 Finally, we exploit the connection between the two lattices to construct expansions having improved convergence and localization properties. We show that the rate of convergence for this reconstruction algorithm is geometric and computable in advance. Finally, we consider the effect on the rate of convergence of not sampling enough local maxima. We show that the rate of convergence for this reconstruction algorithm is geometric and computable in advance. Finally, we consider the effect on the rate of convergence of not sampling enough local maxima. 更多 convergent
 A* arises quite naturally in problems of summability of the Fourier series at Lebesgue points, whereas Wiener's algebra A of functions with absolutely convergent Fourier series arises when studying the norm convergence of linear means. A* arises quite naturally in problems of summability of the Fourier series at Lebesgue points, whereas Wiener's algebra A of functions with absolutely convergent Fourier series arises when studying the norm convergence of linear means. By producing a L2 convergent Neumann series, we prove the invertibility of the elastostatics and hydrostatics boundary layer potentials on arbitrary Lipschitz domains with small Lipschitz character and 3D polyhedra with large dihedral angles. We provide an almost sure convergent expansion of fractional Brownian motion in wavelets which decorrelates the high frequencies. For a large region in the parameter space, the schemes are convergent in the space of Schwartz distributions. 更多 converge
 When a function does not belong to such a space, the sampling series may converge, not to the object function but to an "alias" of it, and an aliasing error is said to occur. In addition, if the scaling functions have at least asymptotic linear phase, then we prove that they converge to the "sinc" function and their corresponding orthonormal wavelets converge to the "difference" of two sinc functions. As a consequence, we obtain that the (C, α, β) means of a function f∈H1# converge a.e. Thus in case f∈Hp, the (C, α, β) means converge to f in Hp norm. Moreover, we use the Carleson-Hunt theorem to show that the Gabor expansions of Lp functions converge to the functions almost everywhere and in Lp for 1>amp;lt;p>amp;lt;∞. 更多 the convergence
 The convergence inL1 of singular integrals in harmonic analysis and ergodic theory Our main results relate the convergence of the chromatic expansions to the asymptotic behavior of the coefficients appearing in the three term recurrence satisfied by the corresponding family of orthogonal polynomials PMn(ω). We give convergence results in other cases and we also consider the convergence of the asymmetric partial integrals. In this paper, we prove the convergence of the nodal expansion method, a new numerical method for partial differential equations and provide the error estimates of approximation solution. With almost the same but somewhat more relaxed constraints on the multiple splittings, we prove the convergence and estimate the convergence rate of the new method. 更多 其他 点击这里查询相关文摘 相关查询

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