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Sipser M. — Introduction to the Theory of Computation
Sipser M. — Introduction to the Theory of Computation



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Название: Introduction to the Theory of Computation

Автор: Sipser M.

Аннотация:

Michael Sipser's emphasis on unifying computer science theory - rather than offering a collection of low-level details - sets the book apart, as do his intuitive explanations. Throughout the book, Sipser builds students' knowledge of conceptual tools used in computer science, the aesthetic sense they need to create elegant systems, and the ability to think through problems on their own.


Язык: en

Рубрика: Computer science/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Год издания: 1996

Количество страниц: 396

Добавлена в каталог: 15.11.2009

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
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Предметный указатель
Fortnow, Lance      384
Free variable      205
FST      see "Finite state transducer"
Function      7—9
Function, argument      8
Function, binary      8
Function, computable      190
Function, domain      7
Function, one-to-one      161
Function, one-way      375
Function, onto      7 161
Function, polynomial time computable      250
Function, range      7
Function, space constructible      306
Function, time constructible      310
Function, transition      35
Function, unary      8
Gabarro Joaquim      382
Gadget in a completeness proof      260
Game      287
Garey, Michael R.      382
Gate in a Boolean circuit      322
Generalized Geography      290
Generalized nondeterministic finite, automaton      70—76
Generalized nondeterministic finite, converting to a regular expression      71
Generalized nondeterministic finite, defined      70 73
Geography game      289
GG (generalized geography)      290
Gill John T.      382
GNFA      see "Generalized nondeterministic finite automaton"
GO, game of      294
Go-moku, game of      303
Goedel, Kurt      2 206 209 382
Goemans, Michel X.      383
Goldwasser, Shafi      383
Graph, acyclic      344
Graph, coloring      275
Graph, cycle in      11
Graph, degree      10
Graph, directed      12
Graph, edge      10
Graph, isomorphism problem      272 355
Graph, k-regular      21
Graph, labeled      10
Graph, node      10
Graph, strongly connected      12
Graph, sub-      11
Graph, undirected      10
Graph, vertex      10
Greenlaw, Raymond      383
Halting configuration      129
Halting problem      159—167
Halting problem, unsolvability of      160
Hamiltonian path problem      242
Hamiltonian path problem, exponential time algorithm      242
Hamiltonian path problem, NP-completeness of      262—267
Hamiltonian path problem, polynomial time verifier      242 243
HAMPATH      242 262
Harary, Frank      383
Hartmanis, Juris      383
Hey, Anthony J.G.      382
Hierarchy theorem      306—317
Hierarchy theorem, space      307
Hierarchy theorem, time      311
High-level description of a Turing machine      145
Hilbert, David      142 383
Hofstadter, Douglas R.      383
Hoover, H. James      382 383
Hopcroft, John E.      381 383 385
Huang, Ming-Deh A.      381
IFF      17
Implementation description of a Turing machine      145
Implication operation      15
Incompleteness theorem      209
Incompressible string      218
Indegree of a node      12
Independent set      27
Induction hypothesis      23
Induction, basis      23
Induction, proof by      23—25
Induction, step      23
Inductive definition      65
Infinite set      4
Infix notation      8
Inherent ambiguity      98
Inherently ambiguous context-free language      98
Integers      4
Interactive proof system      354—366
Interpretation      205
Intersection operation      4
ISO      355
Isomorphic graphs      272
Johnson, David S.      382 383
k-ary function      8
k-ary relation      8
k-clique      245
k-optimal approximation algorithm      334
k-tuple      6
Karloff, Howard      384
Karp, Richard M.      383
Kolmogorov, Andrei N.      215
L      295
Labeled graph      10
Language of a grammar      93
Language, co-Turing-recognizable      167
Language, context-free      93
Language, decidable      130
Language, defined      14
Language, recursively enumerable      130
Language, regular      40
Language, Turing-decidable      130
Language, Turing-recognizable      130
Language, Turing-unrecognizable      167
Lawler, Eugene L.      383
LBA      see "Linear bounded automaton"
Leaf in a tree      11
Leftmost derivation      98
Leighton, F. Thomson      383
Leiserson, Charles E.      382
Lemma      17
Lenstra, Jan Karel      383
Levin, Leonid A.      248 249—330 383
Lewis, Harry      383
Lexical analyzer      66
Lexicographic ordering      14
Li, Ming      383
Lichtenstein, David      384
Linear bounded automaton      177—180
Linear time      231
Lipton, Richard J.      383
Lisp      142
Literal      251
Log space computable function      297
Log space reduction      297 371
Log space transducer      297
Luby, Michael      384
Lund, Carsten      381 384
Majority function      332
Many-one reducibility      190
Mapping      7
Mapping reducibility      190—194
Mapping reducibility, polynomial time      250
Markov chain      33
Match      183
Matijasevic, Yuri      143
MAX-CLIQUE      276 331
MAX-CUT      273
Maximization problem      334
Member of a set      3
Micali, Silvio      383
Miller, Gary L.      384
MIN-FORMULA      350
Minimal Boolean formula      319
Minimal description      215
Minimal formula      350
Minimization of a DFA      275
Minimization problem      334
Minimum pumping length      90
Model      205
MODEXP      272
Modulo operation      8
Motwani, Rajeev      381
Multiset      4 246
Multitape Turing machine      136—138
Natural numbers      4
NC      369
Negation operation      14
NFA      see "Nondeterministic finite automaton"
Nim, game of      304
Nisan, Noam      384
Niven, Ivan      384
nl      295
NL-complete problem PATH      295
NL-completeness defined      297
Node of a graph      10
Node of a graph, degree      10
Node of a graph, indegree      12
Node of a graph, outdegree      12
Nondeterministic computation      47
Nondeterministic finite automaton      47—58 278
Nondeterministic finite automaton, computation by      48
Nondeterministic finite automaton, defined      53
Nondeterministic finite automaton, equivalence with deterministic finite automaton      55
Nondeterministic finite automaton, equivalence with regular expression      66
Nondeterministic polynomial time      243
Nondeterministic Turing machine      138—140
Nondeterministic Turing machine, space complexity of      277
Nondeterministic Turing machine, time complexity of      2 3 3
NONISO      355
NOT operation      14
NP      241—248
NP-complete problem, 3COLOR      275
NP-complete problem, 3SAT      329
NP-complete problem, CIRCUIT-SAT      328
NP-complete problem, HAMPATH      262
NP-complete problem, SUBSET-SUM      268
NP-complete problem, UHAMPATH      267
NP-complete problem, VERTEX-COVER      261
NP-completeness      248—271
NP-completeness, defined      253
NP-hard      273
NPSPACE      281
NSPACE(f(n))      278
NTIME(f(n))      245
NTM      see "Nondeterministic Turing machine"
o(f(n)) (small-o notation)      228
One-sided error      343
one-time pad      372
One-to-one function      161
One-way function      375
One-way permutation      375
Onto function      7 161
Optimal solution      333
Optimization problem      333
OR operation      14
Oracle      211 318
Oracle tape      318
Oracle Turing machine      318
Outdegree of a node      12
P      234—241 247—248
P-complete problem CIRCUIT-VALUE      371
P-completeness      371
Pair, tuple      6
Papadimitriou, Christos H.      383 384
Parallel computation      366—372
Parallel random access machine      367
Parity function      323
Parse tree      92
Parser      91
Pascal      142
Path      237 295
Path in a graph      11
Path, Hamiltonian      242
Path, simple      11
PCP      see "Post correspondence problem"
PDA      see "Pushdown automaton"
Ph      354
Pigeonhole Principle      78 79 115
Polynomial      142
Polynomial bound      228
Polynomial time, algorithm      234—241
Polynomial time, computable function      250
Polynomial time, hierarchy      354
Polynomial time, verifier      243
Polynomial verifiability      242
Polynomial, versus exponential      234
Polynomially equivalent models      235
Pomerance, Carl      381 384
Popping a symbol      102
Post correspondence problem (PCP)      183—189
Post correspondence problem (PCP), modified      184
Power set      6 53
PRAM      367
Pratt, Vaughn R.      384
Prefix notation      8
Prenex normal form      205 284
Prime number      242 272 339
Private-key cryptosystem      374
Probabilistic algorithm      335—347
Probabilistic function      375
Probabilistic Turing machine      336
Processor complexity      367
Production      92
proof      17
Proof by construction      21
Proof by contradiction      21—22
Proof by induction      23—25
Proof, finding      17—20
Proof, necessity for      77
Proper subset      4
Prover      356
Pseudoprime      340
PSPACE      281
PSPACE-complete problem, FORMULA-GAME      288
PSPACE-complete problem, GG      290
PSPACE-complete problem, TQBF      284
PSPACE-completeness      283—294
PSPACE-completeness, defined      283
Public-key cryptosystem      374
Pumping lemma for context-free languages      115—119
Pumping lemma for regular languages      77—83
Pumping length      77 90 115
Pushdown automaton      101—114
Pushdown automaton, context-free grammars      106—114
Pushdown automaton, defined      103
Pushdown automaton, examples      104—106
Pushdown automaton, schematic of      102
Pushing a symbol      102
Putnam, Hilary      143
Puzzle      274 303
Quantified boolean formula      284
Quantifier      283
Quantifier in a logical sentence      204
Query node in a branching program      344
Rabin, Michael O.      384
Rackoff, Charles      383
Range of a function      7
Read-once branching program      345
Real number      162
Recognizes a language, meaning of      36
1 2 3
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