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简介
Computability and Complexity: From a Programming Perspective 豆 0.0分
资源最后更新于 2020-07-25 14:09:41
作者:Neil D. Jones
出版社:The MIT Press
出版日期:1997-01
ISBN:9780262100649
文件格式: pdf
标签: 计算理论 计算机科学 Programming CS-theroy Complexity 编程 复杂性 CS
简介· · · · · ·
Computability and complexity theory should be of central concern to practitioners as well as theorists. Unfortunately, however, the field is known for its impenetrability. Neil Jones's goal as an educator and author is to build a bridge between computability and complexity theory and other areas of computer science, especially programming. In a shift away from the Turing machin...
目录
Introduction
3
The WHILE Language
27
Programs as Data Objects
47
Universal Programs for WHILE and I
69
Metaprogramming Selfapplication and Compiler Generation
89
Other Sequential Models of Computation
111
Robustness of Computability
127
Some Natural Unsolvable Problems
151
Overview of Complexity Theory
239
Time Usage of Treemanipulating Programs
261
Linear and Other Time Hierarchies for WHILE Programs
285
Spacebounded Computations
315
Nondeterministic Computations
331
Characterizations of LOGSPACE and PTIME by GOTO Programs
349
Completeness and Reduction of One Problem to Another
365
Complete Problems for PTIME
383
Hilberts Tenth Problem by M H Serensen
167
Inference Systems and Godels Incompleteness Theorem
187
Computability Theory Based on Numbers
205
More Abstract Approaches to Computability
215
Complete Problems for NPTIME
397
Appendix
412
Bibliography
447
3
The WHILE Language
27
Programs as Data Objects
47
Universal Programs for WHILE and I
69
Metaprogramming Selfapplication and Compiler Generation
89
Other Sequential Models of Computation
111
Robustness of Computability
127
Some Natural Unsolvable Problems
151
Overview of Complexity Theory
239
Time Usage of Treemanipulating Programs
261
Linear and Other Time Hierarchies for WHILE Programs
285
Spacebounded Computations
315
Nondeterministic Computations
331
Characterizations of LOGSPACE and PTIME by GOTO Programs
349
Completeness and Reduction of One Problem to Another
365
Complete Problems for PTIME
383
Hilberts Tenth Problem by M H Serensen
167
Inference Systems and Godels Incompleteness Theorem
187
Computability Theory Based on Numbers
205
More Abstract Approaches to Computability
215
Complete Problems for NPTIME
397
Appendix
412
Bibliography
447