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作者alanhastings具有渊博的集成电路版图设计知识和丰富的实验经验。《模拟电路版图的艺术(第二版)》以实用和权威性的观点全面论述了模拟集成电路版图设计中所涉及的各种问题及目前的*研究成果。书中介绍了半导体器件物理与工艺、失效机理等内容；基于模拟集成电路设计所采用的3种基本工艺：标准双极工艺、cmos硅栅工艺和bicmos工艺，重点探讨了无源器件的设计与匹配性问题，二极管设计，双极型晶体管和场效应晶体管的设计与应用，以及某些专门领域的内容，包括器件合并、保护环、焊盘制作、单层连接、esd结构等；最后介绍了有关芯片版图的布局布线知识。 　　《模拟电路版图的艺术(第二版)》可作为相关专业高年级本科生和研究生教材，对于专业版图设计人员也是一本极具价值的参考书。

算法艺术与信息学竞赛题目完全解析 1.1 程序=算法+数据结构..............................................................................................4 1.2 基本算法...................................................................................................................4 1.2.1 枚举...................................................................................................................4 Pku1116-----Library..................................................................................................4 1.2.2 贪心...................................................................................................................8 Pku1042--Gone Fishing............................................................................................8 Pku1700--Crossing River........................................................................................11 1.2.3 递归与分治算法.............................................................................................13 1.2.4 递推.................................................................................................................13 Pku1090-Chain........................................................................................................13 Pku2351--Time Zones.............................................................................................16 1.3数据结构（1）------入门.................................................................................................20 1.3.1 栈和队列.........................................................................................................20 Pku1363--Rails........................................................................................................20 Pku1879-Tempus et mobilius Time and motion.....................................................23 1.3.2 串.....................................................................................................................26 Pku1961-Period......................................................................................

资源来自http://b-ok.org/，本人对相关版权等问题不了解，可联系删除 The Art of Computer Programming, Volume 1: Fundamental Algorithms (3rd Edition) Donald E. Knuth This magnificent tour de force presents a comprehensive overview of a wide variety of algorithms and the analysis of them. Now in its third edition, The Art of Computer Programming, Volume I: Fundamental Algorithms contains substantial revisions by the author and includes numerous new exercises. Although this book was conceived several decades ago, it is still a timeless classic. One of the book's greatest strengths is the wonderful collection of problems that accompany each chapter. The author has chosen problems carefully and indexed them according to difficulty. Solving a substantial number of these problems will help you gain a solid understanding of the issues surrounding the given topic. Furthermore, the exercises feature a variety of classic problems. Fundamental Algorithms begins with mathematical preliminaries. The first section offers a good grounding in a variety of useful mathematical tools: proof techniques, combinatorics, and elementary number theory. Knuth then details the MIX processor, a virtual machine architecture that serves as the programming target for subsequent discussions. This wonderful section comprehensively covers the principles of simple machine architecture, beginning with a register-level discussion of the instruction set. A later discussion of a simulator for this machine includes an excellent description of the principles underlying the implementation of subroutines and co-routines. Implementing such a simulator is an excellent introduction to computer design. In the second section, Knuth covers data structures--stacks, queues, lists, arrays, and trees--and presents implementations (in MIX assembly) along with techniques for manipulating these structures. Knuth follows many of the algorithms with careful time and space analysis. In the section on tree structures, the discussion includes a series

资源来自http://b-ok.org/，本人对相关版权等问题不了解，可联系删除 The Art of Computer Programming, Volume 2: Seminumerical Algorithms (3rd Edition) Donald E. Knuth Volume 2 of Donald Knuth's classic series The Art of Computer Programming covers seminumerical algorithms, with topics ranging from random number generators to floating point operations and other optimized arithmetic algorithms. Truly comprehensive and meticulously written, this book (and series) is that rarest of all creatures--a work of authoritative scholarship in classical computer science, but one that can be read and used profitably by virtually all working programmers. The book begins with fundamental questions regarding random numbers and how to use algorithms to generate them. Subsequent chapters demonstrate efficient computation of single-precision and double-precision arithmetic calculations and modular arithmetic. The text then presents prime factorization (which can be used in cryptography, for instance) and algorithms for calculating fractions. This volume ends with algorithms for polynomial arithmetic and manipulation of power-series topics, which will benefit those with some knowledge of calculus. Throughout this beautifully presented edition, Knuth incorporates hundreds of useful exercises for trying out the algorithms. These range from simple problems to larger research project topics. (The book provides answers, where appropriate, at the end of the book.) The result is a text that's suitable for college or graduate-level computer science courses or individual study by programmers. Volume 2 is an indispensable part of any working programmer's library.

菲利浦•克劳士比　被美国《时代》杂志誉为“本世纪伟大的管理思想家”，他开创了现代管理咨询在质量竞争力领域的新纪元。人们尊称他为“品质大师中的大师” “零缺陷之父” “一代质量宗师”。 作者的这套方法曾经帮助过包括ＩＴＴ、摩托罗拉、惠普和施乐在内的在内的数百家大大小小的公司实现质量改进和免除困扰，而以他名字命名的“克劳士比学院”也和员工活跃在世界五大洲。