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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
LR(k) grammar      673
LR(k) parsing      672—684
Lub      see “Least upper bound”
Lucas numbers      243 247
Lucas, Edouard      243 293
Lukasiewicz, J.      349 847
Lusk, E.      475 849
Mallows, C.L.      169 847
Manna, Z.      847
map function      84 157
Mapping      see “Function”
Markov algorithm      724
Markov, A.A.      726 847
Mathematical induction      231 237
Matiyasevich, Y.      745
Matrix      33
Matrix algebra      514
max function      83
Maximal element      214
McAllister, D.F.      849
Mealy machine      597
Mealy, G.H.      597 848
Meaning of a wff      313 360
Member      10 30 535
Memoization      766
Mendelson, E.      848
Mgu      see “Most general unifier”
Minimal CNF      527
Minimal DNF      527
Minimal element      214
Minimal spanning tree      5
Minimalization rule      722
Minimum condition      221
Minimum-state DFAs      617—624
Minsky, M.L.      848
MOD function      69
Modal logic      350
Model      362 712
modus ponens      306 330
Monadic logic      476
Monoid      511
Monomorphism      567
Monotonic      229 768
Monus operation      543
Moore machine      597
Moore, E.F.      597 848
Morphism      567 564—571
Morphism, epimorphism      567
Morphism, homomorphism      567
Morphism, isomorphism      567
Morphism, language      570 572 635 636 693 694
Morphism, monomorphism      567
Most general unifier      465
MP      see “Modus ponens”
MT      see “Modus tollens”
Mult operation      533
Multigraph      43
Multiset      24
Myhill, J.      618 848
n-ary relation      40
n-colorable graph      42
n-ovals problem      275
n-tuple      31
n-valued logic      349
Nagel, E.      443 848
Natural deduction      365
Natural numbers      12 111—113 148—151 355 530—534 762
Necessary condition      3
Negation      2 309 517
Negative literal      455
Nerode, A.      618 848
Newman, J.R.      443 848
Newton — Raphson method      171
NFA      see “Nondeterminist finite automaton”
NFA to DFA algorithm      614
NFA to regular grammar      628
Nil process      548
Nivat, M.      772 M5
Node      41 48
Noether, Emmy      221
Non sequitur      307
Nondeterministic finite automaton      588
Nondeterministic finite automaton as an algebra      605
Nondeterministic PDA      643
Nondeterministic Turing machine      706
Nonregular languages      631
Nonterminals      134
NOR      see “Normal order reduction”
Normal form      318—326 374—377 756
Normal form, conjunctive      322
Normal form, disjunctive      320
Normal form, full conjunctive      322
Normal form, full disjunctive      321
Normal form, fundamental conjunction      320
Normal form, fundamental disjunction      322
Normal form, prenex      374
Normal form, prenex conjunctive      376
Normal form, prenex disjunctive      376
Normal order reduction      757
NOT      see “Negation”
NOT gate      522
nth-order logic      441
Null set      11
Numeral      37
Numeral, binary      37 125 146
Numeral, decimal      37 113 126 127 140 142 146
Numeral, even decimal      141
Numeral, finite rational      142
Numeral, Roman      37
Object      10 30
One-to-one correspondence      92
One-to-one function      90
Onto function      91
Operation table      510
Operations on sets      15—21
Operator      see “Function”
Optimal algorithm, average case      271
Optimal algorithm, problem      250
Optimal algorithm, worst case      251
OR      see “Disjunction”
OR gate      522
Order of a predicate      439
Order of a quantifier      440
Order of a wff      440
Order relation      209—227
Order, lower      300
Ordered pair      31
Ordered tree      48
Ordered triple      31
Ordinal numbers      226—227
Ordinal numbers, finite      226
Ordinal numbers, infinite      226
Ordinal numbers, limit      227
Outdegree      45
Outermost redex      757
Overbeek, R.      475 849
P (premise)      333
P for IP      339
Pairs function      74 154
Palindrome      125 142
Pan, V.      252 848
Pancake recipe      209
Parallel computation      210 732
Parallel language      732
Paramodulation      475
Parent      48
parse      130
Parse tree      131
Parsing      659—684
Parsing, bottom-up      659
Parsing, first set      667
Parsing, follow set      668
Parsing, handle      672
Parsing, item      679
Parsing, LL(1) parse table      669
Parsing, LL(k)      659—672
Parsing, lookahead symbol      659
Parsing, LR(1)      674
Parsing, LR(1) table      679—684
Parsing, LR(k)      672—684
Parsing, recursive descent      665
Parsing, shift-reduce      677
Parsing, top-down      659
Partial correctness      430
Partial fraction      287
Partial function      74
Partial order      210—227
Partial order theory      411
Partial order, ascending chain      212
Partial order, chain      212
Partial order, descending chain      212
Partial order, greatest element      214
Partial order, greatest lower bound      214
Partial order, Hasse diagram      213
Partial order, immediate predecessor      213
Partial order, immediate successor      213
Partial order, irreflexive      212
Partial order, least element      214
Partial order, least upper bound      214
Partial order, lower bound      214
Partial order, maximal element      214
Partial order, minimal element      214
Partial order, minimum condition      221
Partial order, poset diagram      213
Partial order, predecessor      212
Partial order, reflexive      212
Partial order, set, poset      210
Partial order, sorting problem      216
Partial order, successor      212
Partial order, topological sorting problem      216
Partial order, topologically sorted      217
Partial order, upper bound      214
Partial recursive functions      723 717—724
Partially decidable      365 745
Partially ordered set      210 529
Partially ordered structure      412
Partially solvable      365 745
Partition      194 194—200
Partition, coarser      198
Partition, equivalence class      194
Partition, finer      198
Partition, refinement      198
Partsch, H.      848
Pascal, Blaise, xviii      262
Pascals triangle      262
Patashnik, O.      304 846
Paterson, M.S.      475 848
Path      45
Path problems      183—189
Path, cycle, circuit      45
Path, Euler      46
Path, Euler circuit      46
Path, length      45
Pattern-matching definition      148
Paulson, L.C.      848
PDA      see “Pushdown automata”
Peano, Giuseppe      112 531
Pepper, P.      848
permutations      257—261
Permutations, bag      259
Permutations, with replacement      258
Permutations, without replacement      258
Phrase-structure grammar      749
Pigeonhole Principle      93 137 631
Planar graph      42
Plus operation      531 719
Polish notation      349
Polynomial algebra      514
Pop operation      537
Pope, Alexander      575
POSET      see “Partially ordered set”
Poset diagram      213
Positive literal      455
Post algorithm      726
Post canonical system      728
Post system      728
Post, E.L.      726 743 848
Post-computable      729
Postcondition      415
Postfix evaluation      538
Postorder      162 544
Posts correspondence problem      743
Power series algebra      515
Power set      13
Power set problem      163
Pre-image      62
Precedence hierarchy      311 357 549 578
Precondition      415
Predecessor      212 532
Predicate      352
Predicate constants      356
Predicate, order of      439
Prefix-closed      549
Premise      309 329
Prenex, conjunctive normal form      376
Prenex, disjunctive normal form      376
Prenex, disjunctive/conjunctive normal form algorithm      376
Prenex, normal form      374
Prenex, normal form algorithm      375
Preorder      160 544
Preserve, a relation      558
Preserve, an operation      566
Prim, R.C.      52 848
Prime number      5
Primitive recursion rule      719
Primitive recursive function      722
Prim’s algorithm      52
Principle of inclusion exclusion      22
Priority queue      542
probability      265—273
Probability of an event      267
Probability, average case      270
Probability, distribution      267
Probability, event      267
Probability, expected value      271
Probability, sample point      267
Probability, sample space      267
Procedure      147 152 161
Procedure, recursively defined      47 146—169
Process      548
Process algebra      548—550
Process algebra, action      548
Process algebra, nil      548
Process algebra, nondeterminism      549
Process algebra, prefixing      548
Process algebra, process      548
Product as arrays      33
Product as records      34
Product of sets      32
Product, cartesian      32
Product, counting rule      53
Product, cross      32
Product, language      128
Product, notation      150
Product, set      122—124
Production      132
Production, indirectly recursive      137
Production, recursive      137
Production, unit      687
Program correctness      414—433
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