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The Rank of Rank-2 Modified Matrix
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作者 盛兴平 陈果良 《Chinese Quarterly Journal of Mathematics》 CSCD 北大核心 2007年第3期352-358,共7页
In this paper, the authors discuss the relationship in detail between the rank of M in the modified matrix M = A + BC^* and the rank of matrix A. The authors do believe the results are useful tools in the modified m... In this paper, the authors discuss the relationship in detail between the rank of M in the modified matrix M = A + BC^* and the rank of matrix A. The authors do believe the results are useful tools in the modified matrices. 展开更多
关键词 modified matrices rank of matrix generalized inverse
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A New Classification Method of Stress Modes in Hybrid Stress Finite Element 被引量:1
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作者 韩建新 冯伟 《Advances in Manufacturing》 SCIE CAS 2000年第S1期29-33,共5页
The paper presents a new method for classifying the stress modes in hybrid stress finite element in terms of natural stress modes in finite element and the rank analysis of matrix G in forming element It reveals the r... The paper presents a new method for classifying the stress modes in hybrid stress finite element in terms of natural stress modes in finite element and the rank analysis of matrix G in forming element It reveals the relation among the different assumed stress field, and gives the general method in forming stress field Comparing with the method of eigenvalue analysis, the new method is more efficient 展开更多
关键词 rank of matrix hybrid stress finite element natural stress mode classification
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Conditions for Parametric and Geometric Coincidence of Two Rational Curves 被引量:2
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作者 YING Hui-fen 《Computer Aided Drafting,Design and Manufacturing》 2007年第1期73-79,共7页
Necessary and sufficient conditions for the relationship of weights and control points of two parametrically and geometrically coincident rational Bézier or NURBS curves are discussed in detail. The method is bas... Necessary and sufficient conditions for the relationship of weights and control points of two parametrically and geometrically coincident rational Bézier or NURBS curves are discussed in detail. The method is based on the reduction of matrices and transformation between rational Bézier curves and NURBS curves. 展开更多
关键词 rational curve WEIGHTS control points rank of matrix
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