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The Determination of the Rank of Quadratic Forms Using Linearly Independent Linear Restrictions on Linear Forms

机译：线性形式线性无关线性约束确定二次型的秩

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摘要

A procedure for determining the rank of a quadratic form was outlined by Cramer and Hald. Additional theoretical verification of this procedure is presented and the results are illustrated with applications in the analysis of variance. (Author)

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作者
Dollard, J. A.;
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年度 1969
页码 p.1-44
总页数 44
原文格式 PDF
正文语种 eng
中图分类
关键词
Analysis of variance ; Matrix algebra ; Vector spaces ; Population(Mathematics) ; Classification ; Theorems ; Theses;

机译：方差分析;矩阵代数;向量空间;种群（数学）;分类;定理;论文;

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2. RANK DETERMINATION AND ANALYSIS OF NON-LINEAR PROCESSES BY GLOBAL LINEARIZING TRANSFORMATION [J] . MARCIA M. C. FERREIRA, WILSON C. FERREIRA JR., BRUCE R. KOWALSKI Journal of Chemometrics . 1996,第1期

机译：全局线性变换在非线性过程中的秩确定和分析
3. Semidefinite Programming Versus the Reformulation- linearization Technique for Nonconvex Quadratically Constrained Quadratic Programming [J] . Kurt M. Anstreicher Journal of Global Optimization . 2009,第2a3期

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6. Applying the equivalent uniform dose formulation based on the linear‐quadratic model to inhomogeneous tumor dose distributions: Caution for analyzing and reporting [O] . John. E. McGary, Walter Grant III, S. Y. Woo 2000

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7. The determination of the rank of quadratic forms using linearly independent linear restrictions on linear forms [O] . Dollard John Anthony 1969

机译：使用线性形式的线性独立线性限制条件来确定二次形式的秩

The Determination of the Rank of Quadratic Forms Using Linearly Independent Linear Restrictions on Linear Forms

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