Turing Omnibus
Prepare yourself for a wonderfully eclectic journey through the land of Turing, that ripe mathematical landscape fed by imagination and technology. The coach stops at all the must-see landmarks in computer science - monuments of theory, avenues of application, and other points of interest along the way. From artificial intelligence and simulation to computer vision and cryptography, the Turing Omnibus takes you on a fascinating excursion.
დამატებითი ინფორმაცია
- ISBN: 0716782715
- ფიზიკური აღწერილობა: 455 p.
- გამომცემლობა: NY Freeman & Company, W. H. 1993
ხელმისაწვდომი ასლები
- 1 of 1 copy available at შზსუ-ს ბიბლიოთეკები.
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მდებარეობა | ინვენტარის ნომერი / ასლის შენიშვნები | შტრიხკოდი | თაროზე განთავსების ადგილი | სტატუსი | დასაბრუნებელია |
---|---|---|---|---|---|
მთავარი ბიბლიოთეკა | IBSU 004 D-27 064 | IBSU002302064 | Stacks | Available | - |
Preface | xi | |
Icons | xvi | |
1. | Algorithms | 1 |
2. | Finite Automata | 8 |
3. | Systems of Logic | 14 |
4. | Simulation | 22 |
5. | Gödel's Theorem | 29 |
6. | Game Trees | 36 |
7. | The Chomsky Hierarchy | 42 |
8. | Random Numbers | 49 |
9. | Mathematical Research | 56 |
10. | Program Correctness | 63 |
11. | Search Trees | 69 |
12. | Error-Correcting Codes | 77 |
13. | Boolean Logic | 82 |
14. | Regular Languages | 91 |
15. | Time and Space Complexity | 96 |
16. | Genetic Algorithms | 103 |
17. | The Random Access Machine | 109 |
18. | Spline Curves | 116 |
19. | Computer Vision | 121 |
20. | Karnaugh Maps | 131 |
21. | The NewtonâRaphson Method | 139 |
22. | Minimum Spanning Trees | 146 |
23. | Generative Grammars | 152 |
24. | Recursion | 159 |
25. | Fast Multiplication | 167 |
26. | Nondeterminism | 174 |
27. | Perceptrons | 181 |
28. | Encoders and Multiplexers | 188 |
29. | Cat Scanning | 193 |
30. | The Partition Problem | 201 |
31. | Turing Machines | 207 |
32. | The Fast Fourier Transform | 217 |
33. | Analog Computation | 223 |
34. | Satisfiability | 231 |
35. | Sequential Sorting | 237 |
36. | Neural Networks That Learn | 241 |
37. | Public Key Cryptography | 250 |
38. | Sequential Circuits | 258 |
39. | Noncomputable Functions | 265 |
40. | Heaps and Merges | 269 |
41. | NP-Completeness | 276 |
42. | Number Systems for Computing | 282 |
43. | Storage by Hashing | 288 |
44. | Cellular Automata | 295 |
45. | Cook's Theorem | 301 |
46. | Self-Replicating Computers | 307 |
47. | Storing Images | 315 |
48. | The Scram | 321 |
49. | Shannon's Theory | 329 |
50. | Detecting Primes | 335 |
51. | Universal Turing Machines | 339 |
52. | Text Compression | 345 |
53. | Disk Operating Systems | 351 |
54. | NP-Complete Problems | 357 |
55. | Iteration and Recursion | 363 |
56. | VLSI Computers | 368 |
57. | Linear Programming | 374 |
58. | Predicate Calculus | 382 |
59. | The Halting Problem | 391 |
60. | Computer Viruses | 396 |
61. | Searching Strings | 403 |
62. | Parallel Computing | 408 |
63. | The Word Problem | 415 |
64. | Logic Programming | 420 |
65. | Relational Data Bases | 427 |
66. | Church's Thesis | 434 |
Index | 443 |