Tableau Desktop Professional Edition 2019.2.0_Crack.part2.rar
2022-09-20 18:30:04 130.09MB Delphi
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本书是一本关于MIPS体系结构的经典之作。 作者:Dominic Sweetman 译者:屈建勤
2022-09-20 17:50:09 6.12MB MIPS体系结构
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A COMMENTARY ON THE SIXTH EDITION UNIX OPERATING SYSTEM
2022-09-20 15:00:44 603KB unix
This fourth edition of Robert Sedgewick and Kevin Wayne’s Algorithms is the leading textbook on algorithms today and is widely used in colleges and universities worldwide. This book surveys the most important computer algorithms currently in use and provides a full treatment of data structures and algorithms for sorting, searching, graph processing, and string processing--including fifty algorithms every programmer should know.
2022-09-20 10:49:32 12.35MB Algorithms
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2011 C++ ISO标准(3rd edition)2011年9月最新发布,无安全权限,仅供学习参考。
2022-09-19 13:31:34 10.29MB 2011C++ISO标准
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中文翻译Introduction to Linear Algebra, 5th Edition 2.5节 1 若方阵 A 有逆,则既有 A−1A = I 又有 AA−1 = I。 2 检验可逆性的算法是消元法:A 必须有 n 个(非零)主元。 3 可逆性的代数检验是 A 的行列式:det A 必须非零。 4 可逆性的方程检验为 Ax = 0:x = 0 必须是唯一解。 5 若 A 和 B 都可逆,则 AB 也可逆: (AB)−1 = B−1A−1。 6 AA−1 = I 是关于 A−1 的 n 个列的 n 个方程。高斯—若尔当将 [A I] 消元为 [I A−1]。 7 本书最后一页提供了方阵 A 可逆的 14 个等价条件。 假设 A 是个方阵。我们寻找一个相同大小的“逆矩阵”A−1,使得 A−1 乘以 A 等于 I。无论 A 做 什么,A−1 总是反着来。它们的积是单位矩阵——即对向量什么都不做,因此 A−1Ax = x。然而 A−1 可能不存在。 一个矩阵的主要作用是与一个向量 x 相乘。将 Ax = b 乘上 A−1 得出 A−1Ax = A−1b。这就是 x = A−1b。乘
2022-09-19 09:09:10 194KB 线性代数 数学
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12.3 实例的SPSS输出结果详解 (1)巴特利特球度检验和KMO检验 首先表15-3显示了对数据进行因子分析适用性检验 的结果。巴特利特球度检验统计量的观测值等于119. 915,。如果显著性水平等于0.05,由于概率P值小于 显著性水平,应拒绝原假设,认为相关系数矩阵与 单位阵有显著差异。同时,KMO值为0.763,根据Kai ser给出的KMO度量标准可知原有变量适合进行因子 分析。
2022-09-18 08:52:26 10.09MB SPSS19.0 教程
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This book is designed for an introductory course on formal languages, automata, computability, and related matters. These topics form a major part of what is known as the theory of computation. A course on this subject matter is now standard in the computer science curriculum and is often taught fairly early in the program. Hence, the prospective audience for this book consists primarily of sophomores and juniors majoring in computer science or computer engineering.
2022-09-16 15:39:01 8.23MB Formal Languages Automata
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Operations management is important. It is concerned with creating the services and products upon which we all depend. And all organizations produce some mixture of services and products, whether that organization is large or small, manufacturing or service, for profit or not for profit, public or private. Thankfully, most com- panies have now come to understand the importance of operations. This is because they have realized that effective operations management gives the potential to improve both efficiency and customer service simulta- neously. But more than this, operations management is everywhere, it is not confined to the operations function. All managers, whether they are called Operations or Marketing or Human Resources or Finance, or what- ever, manage processes and serve customers (internal or external). This makes, at least part of their activities ‘operations’.
2022-09-16 14:20:42 22.75MB Operations
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《Lens Design》_Fourth Edition 【Milton Laikin】
2022-09-15 13:43:31 24.23MB Lens Design
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