| Andrew S．Tanenbaum 拥有美国麻省理工学院的理学学士学位和加州大学伯克利分校的哲学博士学位，目前是荷兰阿姆斯特丹Vrije大学的计算机科学系教授，并领导着一个计算机系统的研究小组。多年来，他在编译技术、操作系统、网络及局域分布式系统方面进行了大量的研究工作。目前，他的主要研究方向是设计规模达数百万用户的广域分布式系统。在进行这些研究项目的基础上，他在各种学术杂志及会议上发表了多篇论文，同时还是5本计算机专著的作者。Tanenbaum是ACM会员、IEEE资深会员、荷兰皇家艺术和科学学.. << 查看详细 |
| preface. introduction 1.1 structured computer organization 1.2 milestones in computer architecture 1.3 the computer zoo 1.4 example computer families 1.5 metric units 1.6 outline of this book 2 computer systems organization 2.1 processors 2.2 primary memory 2.3 secondary memory 2.4 input/output 2.5 summary 3 the digital logic level 3.1 gates and boolean algebra 3.2 basic digital logic circuits 3.3 memory 3.4 cpu chips and buses 3.5 example cpu chips .3.6 example buses 3.7 interfacing 3.8 summary 4 the microarchitecture level 4.1 an example microarchitecture 4.2 an example isa: ijvm 4.3 an example implementation 4.4 design of the microarchitecture level 4.5 improving performance 4.6 examples of the microarchitecture level 4.7 comparison of the pentium, ultrasparc, and 8051 4.8 summary 5 the instruction set architecture level 5.1 overview of the isa level 5.2 data types 5.3 instruction formats 5.4 addressing 5.5 instruction types 5.6 flow of control 5.7 a detailed example: the towers of hanoi 5.8 the ia-64 architecture and the itanium 2 5.9 summary.. 6 the operating system machine level 6.1 virtual memory 6.2 virtual i/o instructions 6.3 virtual instructions for parallel processing 6.4 example operating systems 6.5 summary 7 the assembly language level 7.1 introduction to assembly language 7.2 macros 7.3 the assembly process 7.4 linking and loading 7.5 summary 8 parallel computer architectures 8.1 on-chip paralellism 8.2 coprocessors 8.3 shared-memory multiprocessors 8.4 message-passing multicomputers 8.5 grid computing 8.6 summary 9 reading list and bibliography 9.1 suggestions for further reading 9.2 alphabetical bibliography a binary numbers a.1 finite-precision numbers a.2 radix number systems a.3 conversion from one radix to another a.4 negative binary numbers a.5 binary arithmetic b floating-point numbers b.1 principles of floating point b.2 ieee floating-point standard index... |
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