有人说C++程序员可以分成两类，读过Effective C++的和没读过的。世界顶级C++大师Scott Meyers成名之作的第三版的确当得起这样的评价。当您读过这本书之后，就获得了迅速提升自己C++功力的一个契机。 在国际上﹐本书所引起的反响﹐波及整个计算技术出版领域﹐余音至今未绝。几乎在所有C++书籍的推荐名单上﹐本书都会位于前三名。作者高超的技术把握力、独特的视角﹑诙谐轻松的写作风格﹑独具匠心的内容组织﹐都受到极大的推崇和仿效。这种奇特的现象﹐只能解释为人们对这本书衷心的赞美和推崇。 这本书不是读完一遍就可以束之高阁的快餐读物，也不是用以解决手边问题的参考手册，而是需要您去反复阅读体会的，C++是真正程序员的语言，背后有着精深的思想与无与伦比的表达能力，这使得它具有类似宗教般的魅力。希望这本书能够帮助您跨越C++的重重险阻，领略高处才有的壮美风光，做一个成功而快乐的C++程序员。

Effective C#中文版 一本能使你的代码更优秀的书

辛辛苦苦添加了目录。 该书区别于诸如《MySQL技术内幕——InnoDB存储引擎》等书的一大特色是该书主要讲的是MySQL数据库中的索引技术，并分别讲了InnoDB、MyISAM、Memory三个存储引擎。其中重点当然是InnoDB。该笔记记得是乱七八糟，只适合自己看，记此笔记也是为了以后自己快速查阅回忆看这本书的内容，看起来会有断章取义的可能。 识别性能的问题：show full processlist

Effective C++ 第三版高清英文原版 带书签。。。。。。

Effective JavaScript: 68 Specific Ways to Harness the Power of JavaScript (Effective Software Development Series)

Effective JavaScript 英文无水印pdf pdf所有页面使用FoxitReader和PDF-XChangeViewer测试都可以打开 本资源转载自网络，如有侵权，请联系上传者或csdn删除 本资源转载自网络，如有侵权，请联系上传者或csdn删除

A topos is a categorical model of constructive set theory. In particular, the eective topos is the categorical 'universe' of recursive mathematics. Among its objects are the modest sets, which form a set-theoretic model for polymorphism. More precisely, there is a bration of modest sets which satises suitable categorical completeness properties, that make it a model for various polymorphic type theories. These lecture notes provide a reasonably thorough introduction to this body of material, aimed at theoretical computer scientists rather than topos theorists. Chapter 2 is an outline of the theory of brations, and sketches how they can be used to model various typed -calculi. Chapter 3 is an exposition of some basic topos theory, and explains why a topos can be regarded as a model of set theory. Chapter 4 discusses the classical PER model for polymorphism, and shows how it 'lives inside' a particular topos|the eective topos|as the category of modest sets. An appendix contains a full presentation of the internal language of a topos, and a map of the eective topos. Chapters 2 and 3 provide a sampler of categorical type theory and categorical logic, and should be of more general interest than Chapter 4. They can be read more or less independently of each other; a connection is made at the end of Chapter 3. The main prerequisite for reading these notes is some basic category theory: limits and colimits, functors and natural transformations, adjoints, cartesian closed categories. No knowledge of indexed categories or categorical logic is needed. Some familiarity with 'ordinary' logic and typed -calculus is assumed.

Stephen Covey - The Seven Habits Of Highly Effective People

经久不衰的经典之作,effectiveC++系列作者Sccot Meyers的又一经典之作.

网上找了很久，没有找到，不是就几页的sample版本，就是打开了不知道是什么玩意的东西，要不就是积分很贵，这本是跟同事要的分享出去