• 给出一种基于矩阵奇异分解(SVD)和奇异值量化信息隐藏算法

    An algorithm based on singular value decomposition (SVD) is proposed, which hides secret information in singular value vector.

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  • 介绍了基于动态系统观测矩阵奇异分解状态变量可观测度的分析方法

    The method of analyzing the observable degree of the state variable has been introduced by means of the singular value decomposition (SVD) of the observable matrix of a dynamic system.

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  • 主要介绍一种典型估计算法,并信噪比的相关矩阵奇异分解估计进行了研究。

    This paper introduces a typical SNR estimation algorithm by the use of autocorrelation matrix singular value decomposition method.

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  • 矩阵奇异分解广义讨论标准线性规划问题存在性唯一性问题。

    Apply singular value decomposition and generalize inverse of the matrix to discuss the existence and uniqueness of the solution of the standard linear programming problem.

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  • 利用奇异分解方法矩阵性质给出了使不确定广义系统稳定一个鲁棒

    A robust stability boundary of uncertain singular systems is proposed by utilizing singular value decomposition and the character of mode matrix.

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  • 引入了平衡矩阵奇异分解SVD方法解释了其力学含义。

    The Singular Value Decomposition (SVD) method for the equilibrium matrix is developed and a physical explanation is given.

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  • 利用矩阵奇异分解矩阵分块方法,得到了最小二乘一般表达式

    By using the method of matrix singular values decomposition, the general expressions of the least squares solutions are given.

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  • 奇异分解是将矩阵分解对角矩阵两个正交矩阵奇异值分解有着非常好的性质

    By decomposing a matrix into one diagonalizable matrix and two orthogonal matrixes, singular value decomposition has very good properties.

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  • 地震波阻抗反演中,反演矩阵为接近奇异的大型矩阵不能一般方法直接求解奇异分解(SVD)方法解方程

    In seismic inversion, the inverse matrix is mostly huge singular, the ordinary methods cannot be directly used to solve the equation, and the SVD technique must be used.

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  • 本文使用奇异分解求解矩阵方程最小二乘

    A least squares solution via singular value decomposition is used to solve the matrix equation.

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  • 本文以对观测数据矩阵直接进行奇异值分解基础提出了一种正弦检测方法

    A new method for sinusoidal detection is presented based on the SVD of the observation data matrix.

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  • 结合鄂尔多斯盆地某地区资源勘查项目基于GIS平台磁测数据作为二维实矩阵进行奇异分解

    Based on a uranium resource exploration project of sandstone-type uranium deposits in Ordos basin, authors process the aeromagnetic data as 2-D matrix to decompose singular value based on GIS.

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  • 通过对图像进行奇异分解,将一幅图像转换成只包含几个非零奇异值矩阵,实现图像压缩

    Digital image is transformed into singular value matrix that contains non-zero singular values by singular value decomposition (SVD), the image is compressed.

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  • 结果表明设计矩阵高度共线性时,奇异值分解迭代加细可以改进回归系数估计

    Results show that iterative refinement using the SVD can improve regression coefficient estimates in the cases where the design matrix is highly collinear.

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  • 获得正确射影深度后通过奇异分解测量矩阵分解射影空间下的摄像机运动物体三维几何形状(射影重构)。

    After obtaining correct projective depths, we decompose the measurement matrix into camera motion in projective space and projective reconstruction by SVD.

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  • 理论分析表明对广义分数低阶空时矩阵进行奇异值分解获得噪声子空间估计

    Theoretical analysis shows that the matrix FSTM can be used to obtain the estimation of noise subspace.

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  • 采用矩阵奇异分解原理,对曲面最佳适配的灵敏度矩阵进行分解,得到不确定参数测点随机误差关系表达式。

    The sensitivity matrix was then decomposed by singular value decomposition (SVD) method, and the relationship between the surface geometric errors and the uncertainty parameters was formulated.

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  • 讨论了矩阵乘积abBA特征特征向量秩等关系得到了矩阵奇异分解

    The relationship between the eigenvalue, eigenvector and the rank of the product of matrices AB and BA is discussed, and the factorization of the singular values of matrix a is obtained.

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  • 对应特征重建根据三角测量的方法计算其投影矩阵然后奇异分解求出特征点的三维齐次坐标

    Feature points' 3d coordinates are computed through singular value decomposition of projector matrix, then compute projector matrix by triangulation.

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  • 方法首先地球物理地球化学等网格数据进行矩阵奇异值分解,之后特征向量矩阵与右特征向量矩阵的直构造一个正交完备

    The MSVD method constructs a self-contained orthogonal basis using the outer product of left and right eigenvector matrixes decomposed from 2D geochemical or geophysical maps.

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  • 方法首先地球物理地球化学等网格数据进行矩阵奇异值分解,之后特征向量矩阵与右特征向量矩阵的直构造一个正交完备

    The MSVD method constructs a self-contained orthogonal basis using the outer product of left and right eigenvector matrixes decomposed from 2D geochemical or geophysical maps.

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