搜索结果: 1-15 共查到“Moore”相关记录17条 . 查询时间(0.085 秒)
Moore than meets the eye: The evolution of computing（图）
Innovation Electrical and Computer Engineering 缩放定律
2023/6/29
Following the global supply chain collapse brought on by the COVID-19 pandemic, it became obvious that many facets of modern life are surreptitiously ruled by a tiny piece of technology known as the s...
Associate Professor William D. Moore，Department of Art History at Boston University（图）
Associate Professor William D. Moore Department of Art History at Boston University
2014/12/4
William D. Moore,Associate Professor; American Material Culture.
AB, Harvard University; MA, PhD, Boston University.
Professor Moore teaches courses on American material culture and vernacular lands...
The People and Me: Michael Moore and the Politics of Political Documentary
Cultural studies Discourse Documentary Media studies Moore Michael Rhetoric Political documentary Moore Michael
2014/10/29
Perhaps no one has had more influence on the role of political documentary in the contemporary public sphere than filmmaker Michael Moore. His unique melding of committed political arguments with an i...
基于Moore-Penrose 逆的加权距离函数研究
相关性数据 马氏距离 Moore-Penrose 广义逆 奇异值分解 谱分解
2014/4/28
“距离”是科学研究与工程技术领域中使用非常广泛的一种度量. 在分析各种距离优、缺点的基础上, 根据马
氏距离不受量纲影响, 能描述和处理相关性数据的性能优势, 利用加权Moore-Penrose (WMP) 广义逆定义了WMP马
氏距离, 并通过奇异值分解及矩阵的谱分解理论构造其数学形式和计算方法. 理论分析和仿真实验表明, 所提出的方
法不仅保持了马氏距离和MP马氏距离的优点, 而且克服了...
2012年4月20日上午10点计算所446会议室，美国微电子公司（AMD）服务器联盟（Server Alliance）主任Mike Moore先生为计算所师生做了题为“服务器计算的未来”（The Futures of Server Computing）的学术报告。侯锐老师主持了此次会议。
An Interpretation of the Moore-Penrose Generalized Inverse of a Singular Fisher Information Matrix
Fisher Information Matrix Moore-Penrose
2011/7/19
An interpretation of the Moore-Penrose generalized inverse of a singular Fisher information matrix (FIM) is presented in this paper, from the perspective of Cramer-Rao bound (CRB). CRB is a lower boun...
An Interpretation of the Moore-Penrose Generalized Inverse of a Singular Fisher Information Matrix
Cramer-Rao bound constrained parameters singular Fisher information matrix
2011/9/1
Abstract: An interpretation of the Moore-Penrose generalized inverse of a singular Fisher information matrix (FIM) is presented in this paper, from the perspective of Cramer-Rao bound (CRB). CRB is a ...
Thomas Moore's Construction of Upper Canada in "Ballad Stanzas"
Natural productivity Banks Malaria Disease Manitoba hot
2014/1/18
Thomas Moore's Construction of Upper Canada in "Ballad Stanzas".
Dr. James E Moore，Professor of the University of Texas A&M for Biomedical Engineering（图）
James E Moore Professor Biomechanics Vascular system Hemodynamics Arterial stress
2009/12/22
Dr. Moore was born in Toccoa, Georgia. He received his Bachelor of Mechanical Engineering in 1987, his Master of Science in Mechanical Engineering in 1988 and his Ph.D. in 1991, all from Georgia Insti...
戴米-摩尔（Demi Moore）（图）
戴米-摩尔 Demi Moore 奥斯汀-威力 王牌大贱谍
2009/7/23
作为影坛巨星、封面女郎和小报焦点人物，戴米-摩尔为20世纪末的好莱坞增添了一抹让人无法忘却的亮丽风景。20年来，戴米出演的一系列广受褒贬的电影、幕前幕后灿烂的笑容与裸露的躯体，以及与布鲁斯-威利斯的分分合合，使她成为全球最具吸引力的明星之一。
The People and Me: Michael Moore and the Politics of Political Documentary
Cultural studies Discourse Documentary Media studies Moore Michael Rhetoric Political documentary Moore Michael
2014/11/4
Perhaps no one has had more influence on the role of political documentary in the contemporary public sphere than filmmaker Michael Moore. His unique melding of committed political arguments with an i...
Marianne Craig Moore was born 15 November 1887 in Kirkwood, Missouri. She was the younger of two children. Her engineer father suffered a nervous breakdown and was committed to an institution for the ...
Alice (Ruth Moore) Dunbar-Nelson（图）
Alice (Ruth Moore) Dunbar-Nelson Realism Violets and Other Tales
2009/2/18
Alice Ruth Moore Dunbar Nelson (July 19, 1875 - September 18, 1935) was an American poet, journalist and political activist. She was one of the prominent African Americans involved in the Harlem Renai...
加拿大图书馆协会宣布Kelly Moore担任新执行董事
加拿大图书馆协会 Kelly Moore 执行董事
2008/9/28
The Canadian Library Association/Association canadienne des bibliothèques is pleased to announce the appointment of Kelly Moore to the position of Executive Director.
给出了对角因子循环矩阵的Mooore-Penrose逆的表达式，并利用得到的表达式可以给出Moore-Penrose逆的快速算法.进一步研究了实对角因子循环矩阵的奇异值分解，并利用Hartley变换矩阵，给出了奇异值分解的具体表达式.