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Hein J.L. — Discrete Structures, Logic, and Computability
Hein J.L. — Discrete Structures, Logic, and Computability



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Название: Discrete Structures, Logic, and Computability

Автор: Hein J.L.

Аннотация:

Discrete Structure, Logic, and Computability introduces the beginning computer science student to some of the fundamental ideas and techniques used by computer scientists today, focusing on discrete structures, logic and computability. The emphasis is on the computational aspects, so that the reader can see how the concepts are actually used. Because of logic's fundamental importance to computer science, the topic is examined extensively in three phases which cover: informal logic; the technique of inductive proof; and formal logic and its applications to computer science.


Язык: en

Рубрика: Computer science/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Год издания: 1995

Количество страниц: 866

Добавлена в каталог: 29.11.2009

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
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Предметный указатель
Grammar, type 3      751
Grammar, unrestricted      749
Graph      41—48
Graph, acyclic      45
Graph, breadth-first traversal      46
Graph, chromatic number      42
Graph, complete      42
Graph, connected      45
Graph, depth-first traversal      47
Graph, directed, digraph      43
Graph, edge      41
Graph, multigraph      43
Graph, n-colorable      42
Graph, path      45
Graph, path problems      183—189
Graph, planar      42
Graph, spanning tree      51
Graph, subgraph      44
Graph, traversal      46
Graph, vertex, node      41
Graph, weighted      44
Greatest common divisor      25 65 245
Greatest common divisor, properties      66
Greatest element      214
Greatest lower bound      214
Greek alphabet      851
Greibach normal form      688
Greibach, S.A.      688 846
Group      511
Groupoid      511
Growth rates      296—303
Growth rates, big oh      301
Growth rates, big omega      301
Growth rates, big theta      296
Growth rates, little oh      300
Growth rates, lower      300
Growth rates, same order      296
Haken, W.      43 845
half-adder      523
Halmos, P.R.      227 846
Halting problem      740
Hamilton, A.G.      846
Handle      672
Hash function      94
Hasse diagram      213
Hasse, Helmut      213
Head of list      34 114
Head of string      118
Height      48
Hein, J.L., xv      846
Hennessy, M.      550 846
High school algebra      503
Higher-order function      83—88 157
Higher-order function, altMap      85
Higher-order function, apply      85
Higher-order function, insert      87
Higher-order function, map      84 157
Higher-order logic      437—445
Higher-order reasoning      443
Higher-order semantics      442
Higher-order unification      476 766
Higher-order wff      439
Hilbert, D.      343 444 744 846
Hilbert’s Tenth Problem      744
Hindley, J.R.      846
Hisab al-jabr w’al-muqabala      501
Hoare, C.A.R.      433 847
Homomorphism      567
Hopcroft, J.E.      847
Horn clause      478
HS      see “Hypothetical syllogism”
Hypothesis      3 309 329
Hypothetical syllogism      331
id      see “Instantaneous description”
Idempotent      519
Identifier      141 587
Identity element      506
Identity function      78
If and only if      8
If-then rule      420
If-then-else function      63
If-then-else rule      421
IFF      see “If and only if”
Image      61
Immediate left recursion      663
Immediate predecessor      213
Immediate successor      213
Implication      309
Implies      3
Incidence matrix      184
Inconsistent      332
Indegree      45
Indirect left recursion      664
Indirect proof      7 338—341
Indirect proof rule      338
Individual constants      356
Individual variables      356
Induced relation      179
Induction algebra      510
Inductive definition      110
Inductive definition, binary trees      120
Inductive definition, language of a grammar      136
Inductive definition, lists      113
Inductive definition, natural numbers      111
Inductive definition, product sets      122
Inductive definition, strings      117
Inductive proof      229—243
Inductive set      110
Inference rule      306 329
Inference rule, addition      331
Inference rule, binary resolution      475
Inference rule, conjunction      331
Inference rule, constructive dilemma      347
Inference rule, destructive dilemma      347
Inference rule, disjunctive syllogism      331
Inference rule, existential generalization      394
Inference rule, existential instantiation      386
Inference rule, factoring      475
Inference rule, general resolution rule      469
Inference rule, hypothetical syllogism      331
Inference rule, modus ponens      306 330
Inference rule, modus tollens      307 331
Inference rule, paramodulation      475
Inference rule, resolution      454
Inference rule, resolution for propositions      461
Inference rule, simplification      331
Inference rule, universal generalization      390
Inference rule, universal instantiation      384
Infinite list      36
Infinite polynomial      283
Infinite sequence      36
Infinite set      12 98—105
Infinite set, continuum hypothesis      105
Infinite set, countable      99
Infinite set, diagonalization      103
Infinite set, uncountable      99
Infix expression      41 61
Informal proof      2 308
Inherit      563
Initial functions      718
Initial stack symbol      642
Initial state      585
Injection      90
Injective function      90
Innermost redex      757
InOrder      162 542
Insert for binary functions      87 170 551
Insert, into binary search tree      160 240 245
Insert, into priority queue      543
Insert, into sorted list      156 244
Instance of a set      463
Instance of a wff      368
Instance of an expression      463
Instantaneous description      644
Integers      4 12
Interpretation      359
Interpreter for DFAs      602
Interpreter for NFAs      605
Interpreter for PDAs      656
Interpreter for Turing machines      709
Intersection, bags      25
Intersection, collection of sets      18
Intersection, properties      18
Intersection, sets      18
Invalid      362
Inverse element      507
Inverse function      92
Inverse image      62
Invertible function      92
Involution law      521
IP      see “Indirect proof rule”
Irreflexive      175
Irreflexive partial order      212
Isomorphic      567
Isomorphism      567
Item      679
Iverson’s convention      304
Jefferson, Thomas      351
Join operation      547
Kernel, factorization      204
Kernel, partition      202
Kernel, relation      202
Key      94
Kleene, S.C.      586 723 847
Knuth — Bendix completion      766—772
Knuth — Bendix completion, inference rules      768—769
Knuth — Bendix completion, procedure      769
Knuth — Bendix completion, specialization order      768
Knuth, D.E.      304 672 772 M6 847
Konigsberg bridges      46
Kruskal, J.B., Jr.      206 847
Kruskal’s algorithm      206
Kurki-Suonio, R.      671 847
Lambda calculus      754—766
Lambda calculus, abstraction      754
Lambda closure      612
Lambda expression      754
Language      126—144
Language of a grammar      136
Language of a Turing machine      699
Language, closure      130
Language, context-free      640—642 685—694
Language, context-sensitive      748
Language, deterministic context-free      659
Language, hierarchy      747—751
Language, morphism      570 572 635 636 693 694
Language, nonregular      632
Language, parse      130
Language, positive closure      130
Language, product      128
Language, properties of closure      130
Language, properties of product      129
Language, recursively enumerable      749
Language, regular      576—583 626—635
Language, well-formed formula      127
Lattice      215 228 529
Law of identity      407
Laws of exponents      151
Lazy evaluation      166
LBA      see “Linear bounded automaton”
LCM      see “Least common multiple”
Leaf      48
Least common multiple      25
Least element      214
Least upper bound      214
Lee, R.C.      474 M5
Left factoring      661
Left subtree      50
Left-recursive grammar      662
Left-recursive grammar, immediate      663
Left-recursive grammar, indirect      664
Leftmost derivation      136
Leibniz, Gottfried Wilhelm von      59
Length, list      34 152 535
Length, path      45
Length, string      36
Length, tuple      31
Less relation      533
Lewis, P.M.      659 847
Lexicographic order      221
LHopital’s rule      300
LIFO property      537
Linear bounded automaton      748
Linear order      211
Linear probing      95
Linearly ordered set      211
LIST      34—36 113—117 151—157 534—536 762
List, cons      114
List, empty      34
List, generalized      35 117
List, head      34 114
List, infinite      36
List, length      34 152 535
List, stream      36 165—169
List, tail      34 114
Literal      320 376 455
Little oh      300
Liu, C.L.      847
LL(k) grammar      659
LL(k) parsing      659—672
LOG function      72
Logarithm      see “Log function”
Logic circuit      see “Digital circuit”
Logic gate      522
Logic program      479
Logic programming      450—454 478—498
Logic programming language      730—732
Logic programming, atom      450
Logic programming, backtracking      489
Logic programming, breadth-first search strategy      492
Logic programming, clause      478
Logic programming, computation tree      488
Logic programming, depth-first search strategy      488
Logic programming, goal      451 479
Logic programming, program      479
Logic programming, relations      493
Logic programming, SLD-resolution      483
Logic programming, techniques      493—498
Logic, Absorption laws      314
Logic, DeMorgan’s laws      314
Logic, first-order      439
Logic, first-order predicate calculus      355
Logic, fuzzy      350
Logic, higher-order      437—445
Logic, modal      350
Logic, monadic      476
Logic, n-valued      349
Logic, nth-order      441
Logic, partial order theory      411
Logic, programming      478—498
Logic, three-valued      349
Logic, two-valued      349
Logic, zero-order      439
Lookahead symbol      659
Loop      45
Loop invariant      422
Lower bound      214
LR(1) grammar      674
LR(1) parse table      679—684
LR(1) parsing      676
1 2 3 4 5 6
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