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实矩阵的角条件数 被引量:2
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作者 徐永红 高坚 +2 位作者 王永强 张玲 曾宪雯 《四川师范大学学报(自然科学版)》 CAS CSCD 2000年第5期491-492,共2页
定义矩阵角条件数 ,研究角条件数与谱条件数的关系 ,分析用角条件数刻化矩阵性态的方便之处 .
关键词 实矩阵 件数 角条件数 病态线性代数方程组
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列向量组的角条件数 被引量:1
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作者 曾宪雯 《东北师大学报(自然科学版)》 CAS CSCD 北大核心 2009年第4期39-41,共3页
将实矩阵视作列向量组,定义列向量组的角条件数,研究列向量组角条件数与矩阵谱条件数间的关系,指明运用列向量组角条件数的方便之处.
关键词 列向量组 角条件数 初等变换 病态线性代数方程组
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矩阵角条件数计算及上限估计方法
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作者 高坚 徐永红 +2 位作者 罗跃 张晓红 祁晓彬 《四川师范大学学报(自然科学版)》 CAS CSCD 2000年第6期588-589,共2页
对徐永红等 (四川师范大学学报 (自然科学版 ) ,2 0 0 0 ,2 3( 5 ) :491~ 492 )所定义的矩阵角条件数 ,给出其计算方法及上限估计方法 .
关键词 实数矩阵 角条件数 最小二乘解 上限估计方法
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矩阵角条件数与病态方程组 被引量:2
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作者 冯莉 杨本立 《教学与科技》 1996年第4期14-17,共4页
本文在「1」的基础上量化矩阵角条件数,分析矩阵各种条件数的联系与区别,分析系统矩阵条件数对线性代数方程组 妥的影响,进一步批明加速后的行处理法是求解严重病态线性代数方程组的可取方法。
关键词 矩阵角条件数 线性代数方程组 病态方程组
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Semantic role labeling based on conditional random fields 被引量:9
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作者 于江德 樊孝忠 +1 位作者 庞文博 余正涛 《Journal of Southeast University(English Edition)》 EI CAS 2007年第3期361-364,共4页
Due to the fact that semantic role labeling (SRL) is very necessary for deep natural language processing, a method based on conditional random fields (CRFs) is proposed for the SRL task. This method takes shallow ... Due to the fact that semantic role labeling (SRL) is very necessary for deep natural language processing, a method based on conditional random fields (CRFs) is proposed for the SRL task. This method takes shallow syntactic parsing as the foundation, phrases or named entities as the labeled units, and the CRFs model is trained to label the predicates' semantic roles in a sentence. The key of the method is parameter estimation and feature selection for the CRFs model. The L-BFGS algorithm was employed for parameter estimation, and three category features: features based on sentence constituents, features based on predicate, and predicate-constituent features as a set of features for the model were selected. Evaluation on the datasets of CoNLL-2005 SRL shared task shows that the method can obtain better performance than the maximum entropy model, and can achieve 80. 43 % precision and 63. 55 % recall for semantic role labeling. 展开更多
关键词 semantic role labeling conditional random fields parameter estimation feature selection
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On the Growth of Transcendental Entire Functions with Unbounded Fatou Components
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作者 伍家凤 徐光伟 王小灵 《Journal of Donghua University(English Edition)》 EI CAS 2006年第2期80-82,共3页
Suppose that f( z ) is a transcendental entire function and that F(f) contains unbounded Fatou components. In this article, we obtained some links between the lowor bounds of the lower order of f and the angle of ... Suppose that f( z ) is a transcendental entire function and that F(f) contains unbounded Fatou components. In this article, we obtained some links between the lowor bounds of the lower order of f and the angle of an angular sector which is completely contained in an unbounded Fatou component of F(f). Then, we investigate the bounded components for the Julia set J(f) of a transcendental entire function f(z ) and obtain a sufficient and necessary condition. 展开更多
关键词 Unbounded Fatou component lower order Fatou sets.
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