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内估计
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  interior estimates
     INTERIOR ESTIMATES FOR THE CLASSICAL SOLUTIONS OF A CLASS OF LINEAR ELLIPTIC EQUATIONS DEGENERATED ON BOUNDARY
     一类边界退缩的线性椭圆型方程解的内估计
短句来源
     Interior Estimates in Morrey Spaces of Solutions for Elliptic Equation in Nondivergence with the Lower Order Terms
     具有低阶项的非散度椭圆方程的解在Morrey空间中的内估计
短句来源
     Secondly, by means of the maximum principle, the Schauder interior estimates, the approximation by smooth functions and establishing the approximate auxiliary functions, we also proved the existence and uniqueness of the solutions to the boundary value problem which interest rate derivative products satisfy , but the interest rate is modeled by C-I-R model.
     然后运用极值原理、Schauder内估计、光滑函数逼近的方法和构造恰当的辅助函数证明了随机利率满足C-I-R模型时其衍生产品的价格所满足的定解问题解的唯一性和存在性;
短句来源
  interior estimate
     Let Ω be an open set of R n . Based on isoperimetric inequality and Morrey′s lemma,an apriori interior estimate with H o ·lder exponent 1/K for (K,K′) quasiconformal mappings is established.
     设Ω是Rn上的一个开区域,对于Ω上的一个(K,K′)拟共形映射f(x)∈W1,nloc(Ω),通过等周不等式和Morrey引理,建立了指数为1/K的Ho··lder连续内估计
短句来源
     In this paper,a boundary value problem for a class of degenerate parabolic equations in which interest rate derivatives satisfy when the interest rate is modeled by C-I-R model is considered. By using the maximum principle,the barrier function、the Schauder interior estimate and the parabolic regularization method,we prove the existence and uniqueness of the solutions to the boundary value problem.
     研究随机利率满足C-I-R模型时其衍生产品的价格所满足的边值问题.利用极值原理、闸函数、Schauder内估计和抛物正则化的方法,证明了此半无界问题解的存在性、唯一性.
短句来源
  inner estimation
     POINT BY POINT ESTIMATION AND MAXIMUM NORM INNER ESTIMATION IN THE FINITE ELEMENT METHOD
     有限元法的逐点估计及最大模内估计
短句来源
  “内估计”译为未确定词的双语例句
     Liouville theorem of second order fully nonlinear elliptic equations is proved, by the scaling method and the interior C 2,α estimates of Evans Krylov.
     应用Scaling方法和Evans Krylov的C2 ,α内估计 ,证明了全空间上二阶完全非线性椭圆方程的Liouville定理
短句来源
     In this paper, we introduce a class of degenerate (K1, K2)-quasiregular mappings in n dimensional Euclidean space, which rank of Jacobi Matrices is 1: 1<l<≤n. We establish their local Lp-iniegrability (P(1, n, K1, K2) > 1) and interior Holder continuity of Holder exponent a=if 1 >(K1> 1).
     对于n维欧氏空间中一类退化(K1,K2)-拟正则映射,设其n×n阶Jacobi矩 阵的秩为 1:1≤ 1≤n ,得到了它的局部 Lp可积性(P(1,n;K1,K2)>1)和具有指数为 a的Holder连续性内估计(当1>时).
短句来源
     x∈Ωwhere the main coeffients of elliptic equation a_(ij)∈ VMO∩L~∞(Ω) and the lower order terms b_i and c belong to suitable Morrey spaces.
     x∈Ω的解在M orrey空间中的内估计. 其中椭圆方程的主系数aij∈VMO∩L∞(Ω),低阶项bi和c属于适当的M orrey空间.
短句来源
     Space spectrum estimation concerns direction of arrival(DOA) of signals.
     空间谱估计主要研究在处理带宽内估计空间信号的到达方向(DOA)。
短句来源
     . The asymmetric unit is expected to contain two dimers with solvent content of 53%.
     晶胞不对称单元内估计含有一个二聚体,溶剂含量为53%.
短句来源
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  interior estimates
Lq Interior Estimates of the Gradient for Weak Solutions of Quasilinear Elliptic Equations
      
The authors present a new proof of Lq interior estimates of the gradient for weak solutions
      
When u is a solution to the equation -ut det Dx2u=f with f positive, continuous, and ft satisfying certain growth conditions, we establish estimates in L∞ for ut and show that Dx2u satisfies uniform interior estimates in Lp for 0>amp;lt;p>amp;lt;∞.
      
Interior estimates for the wavelet Galerkin method
      
Interior estimates for hypersurfaces moving by mean curvature
      
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  interior estimate
In this paper we derive an interior estimate for the Galerkin method with wavelet-type basis.
      
An interior estimate of the gradient of a solution to the Dirichlet problem for equations of curvature type
      
  inner estimation
The finite-dimensional problems of outer and inner estimation of a convex compact set by a ball of some norm (circumscribed and inscribed ball problems) are considered.
      
A new solution criterion for the outer estimation problem is obtained that relates the latter to the inner estimation problem for the lower Lebesgue set of the distance function to the most distant point of the estimated compact set.
      
Inner estimation of the united solution set of interval linear algebraic system
      
It is shown that an algebraic interval solution of interval linear algebraic systems with matrix composed of "reverse" interval elements of the input matrix is a maximum inner estimation for the mited solution set in the sense of inclusion.
      
Error Reduction of the Taylor Centered Form by Half and an Inner Estimation of the Range
      
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In this paper we have proved a class of interpolation inequalities, and makeuse of these inequalities to obtain Schauder's interior estimates for the classicalsolutions of a class of linear elliptic equations degenerated on boundary. Theseestimates extend the results of Gilbarg[1].

本文首先证明了一类新的内插不等式,然后由此证得一类边界退缩的线性椭圆型方程古典解的Schauder内估计,推广了吉耳巴格等人的结果。

A new linear predictive coding (LPC) method which can be used in quiet as well as noisy environment is studied. When used in the noisy. speech analysis. the noise autocorrelation coefficients are first estimated during the non-speech frames. Then, they are removed by the autocorrelation substraction method from the autocorrelation coefficients of noisy speech. Finally, the linear predictive coefficients of noise are obtained using the estimated speech autocorrelation coefficients. As the signal-to-noise ratio...

A new linear predictive coding (LPC) method which can be used in quiet as well as noisy environment is studied. When used in the noisy. speech analysis. the noise autocorrelation coefficients are first estimated during the non-speech frames. Then, they are removed by the autocorrelation substraction method from the autocorrelation coefficients of noisy speech. Finally, the linear predictive coefficients of noise are obtained using the estimated speech autocorrelation coefficients. As the signal-to-noise ratio of the input noisy speech ranges from 0 to 10 dB, about 5 dB improvement can be obtained by using this method.

本文提出了一种新的线性预测编码(LPC)方法。它既可用于纯语音分析,也可用于噪化语音分析。用于噪化语音分析时,首先在无语音帧内估计出噪声样本的自相关系数,然后从噪化语音的自相关系中减去噪声的自相关系数,最后利用估值得到的语音自相关系数求出它的线性预测系数。当输人噪化语音的信噪比为0~10dB时,使用这种方法可以提高信噪比5dB左右。

In this note we otain the interior estimates of the oblique derivativeproblem;we extend seme results and give a complete proof of lemma 6.29 in[1]by means of our rlts。

本文得到了二阶线性椭圆型偏微分方程斜导数问题的内估计;并利用这些估计去证明[1]中的引理6.29。

 
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