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前例中表示相对通过质心的轴的转动惯量,J表 示相对通过棒端的轴的转动惯量
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博弈理论及其经济应用研究的历史 非合作博弈的产生: 博弈论始于1944年,它是以冯·诺伊曼(Von Neumann)和摩根斯坦恩(Oskar Morgenstern)合 作的《博弈论与经济行为》一书的出版为标志。 到20世纪50年代,合作博弈发展到鼎盛期,非合 作博弈也开始产生。纳什(Nash.J.)的《N人博 弈的均衡点》(1950),《非合作博弈》(1951)明 确提出了纳什均衡(Nash Equilibrium),图克 (Tucker)则定义了囚徒困境(Prisoners' Dilemma, 1950)。两人的著作奠定现代非合作博弈论的基石
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一.第一类曲线积分的计算 1.计算下列第一型曲线积分: (1)J(x2+y2)ds,其中L是以(0.0,(2,0,(0,1为顶点的三角形
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Michelle Banks, Erin Bealmear, Laura Standley Berger, Joann Cerrito, Jim Craddock, Steve Cusack, Nicolet V. Elert, Miranda H. Ferrara, Kristin Hart Melissa Hill, Laura S Kryhoski, Margaret Mazurkiewicz, Carol Schwartz, and Christine Tomassini, St James Press Staff laria Franklin, Permissions Manager Debra J. Freitas. Permissions assistant Mary Grimes, Leitha Etheridge-Sims, Image Catalogers
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Rehabilitation Engineering, Science and Technology 119.1 Rehabilitation Concepts 119.2 Engineering Concepts in Sensory Rehabilitation 119.3 Engineering Concepts in Motor Rehabilitation Charles J. Robinson 119.4 Engineering Concepts in Communications Disorders
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一、英译中(或写出符号的中文名称) 1、 jasmonic acid,J 2、salicylic,sa 3, chlorocholine chloride, CCC 4、 paclobutrazol P33
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J Chapter 3- Learning objectives Describe data using measures of central tendency and dispersion for a set of individual data values, and for a set of grouped data Convert data to standardized values Use the computer to visually represent data
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J Chapter 7- Learning objectives Differentiate between the normal and the exponential distributions Use the standard normal distribution and z-scores to determine probabilities associated with the normal distribution Use the normal distribution to approximate the binomial distribution Use the exponential distribution to determine related
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Contents x section a- The microbial world Section 1- The Chlorophyta and t Sectionb-Microbial metabolism Protista D Section C-Information storage and Section J-The viruses
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Chapter 3 Transport Layer Computer Networking The Powerpoint slides are based on the A Top Down Approach material provided by Featuring the Internet J F Kurose and K.W. Ross 2nd edition
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