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    Article

    On maximum residual block and two-step Gauss–Seidel algorithms for linear least-squares problems

    The block Gauss–Seidel algorithm can significantly outperform the simple randomized Gauss–Seidel algorithm for solving overdetermined least-squares problems since it moves a large block of columns rather than ...

    Yong Liu, **ang-Long Jiang, Chuan-Qing Gu in Calcolo (2021)

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    Article

    An improved block splitting preconditioner for complex symmetric indefinite linear systems

    In this paper, an improved block splitting preconditioner for a class of complex symmetric indefinite linear systems is proposed. By adopting two iteration parameters and the relaxation technique, the new prec...

    Ju-Li Zhang, Hong-Tao Fan, Chuan-Qing Gu in Numerical Algorithms (2018)

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    Article

    A new pitch detection algorithm based on wavelet transform

    In tins paper, a new event detection pitch detector based on the dyadic wavelet transform was constructed by selecting an optimal scale. The proposed pitch detector is accurate, robust to noise and computation...

    Bing Song, Chuan-qing Gu in Journal of Shanghai University (English Edition) (2005)

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    Article

    A new fractional rational Bézier curve

    Based on rational Bézier curves given by Ron Goldman, a new fractional rational Bézier curve was first defined in terms of fractional Bernstein bases. Moreover, some basic properties were dicussed and a theore...

    Bei-bei Wu Ph. D. Candidate, Chuan-qing GU in Journal of Shanghai University (English Ed… (2005)

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    Article

    Werner-type matrix valued rational interpolation and its recurrence algorithms

    In this paper, a practical Werner-type continued fraction method for solving matrix valued rational interpolation problem is provided by using a generalized inverse of matrices. In order to reduce the continue...

    Chuan-qing Gu, **-bo Wang in Journal of Shanghai University (English Edition) (2004)

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    Article

    A pfaffian formula of the generalized inverse function-valued fade approximant used in solving integral equations

    The generalized inverse function-valued Padé approximant was defined to solve the integral equations. However, it is difficult to compute the approximants by some high-order determinant formulas. In this paper...

    Chun-**g Li Ph. D., Chuan-Qing Gu in Journal of Shanghai University (English Edition) (2003)

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    Article

    Three-dimensional generalized inverse matrix rational interpolation

    In this paper, a three-dimensional matrix valued rational interpolant (TGMRI) is first constructed by making use of the generalized inverse of matrices. The interpolants are of the Thiele-type branched continu...

    **-bo Wang M. Sc., Chuan-qing Gu in Journal of Shanghai University (English Edition) (2001)

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    Article

    Computation Formulas of Generalized Inverse Padé Approximants Using for Solution of Integral Equations

    For the generalized inverse function-valued Padé approximants, its intact computation formulas are given. The explicit determinantal formulas for the denominator scalar polynomials and the numerator function-v...

    Chuan-qing Gu, Chun-**g Li in Applied Mathematics and Mechanics (2001)

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    Article

    Some algebraic properties of generalized inverse matrix-valued Padé approximation

    The matrix Padé approximant based on generalized inverse is characterized by kee** approximation order and without multiplication of matrices in the construction process. The aim of this paper is to give and...

    **ao-bo Cao, Chuan-qing Gu in Journal of Shanghai University (English Edition) (2000)