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Leeuwen J.V. — Handbook of Theoretical Computer Science: Algorithms and Complexity
Leeuwen J.V. — Handbook of Theoretical Computer Science: Algorithms and Complexity



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Название: Handbook of Theoretical Computer Science: Algorithms and Complexity

Автор: Leeuwen J.V.

Аннотация:

Hardbound.


Язык: en

Рубрика: Computer science/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Год издания: 2005

Количество страниц: 981

Добавлена в каталог: 22.01.2014

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
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Предметный указатель
Machine model      6 73—75
Machine, array processing      51
Machine, Kolmogorov — Barzdin      50
Machine, Kolmogorov — Uspenskii      32
Machine, LPRAM      57
Machine, MIMD — RAM      55
Machine, parallel      9 (see also parallel machine)
Machine, pointer      32 303
Machine, PRAM      58
Machine, probabilistic      9
Machine, random-access (see also random-access machine)      4 23
Machine, random-access stored-program      24
Machine, reasonable      4
Machine, reference      198 210
Machine, register      22
Machine, sequential      9
Machine, shared-memory      869
Machine, SIMDAG      50
Machine, storage modification      32
Machine, Turing (see also Turing machine)      4 17
Machine, universal      198 210
Machine, vector      45
Machine, WRAM      58
Machine-based complexity      181 182
machine-dependent      5
Machine-independent      5
Machine-independent complexity theory      163
majority      15
Majority function      141 772
manual      843
Many-one reduction      15
Marriage problem      662
Martingale      211
Master reduction      16
Matching (in graphs, parallel)      872 922—924 929 930
Matching keywords      262
Matching problem      780
matching regular expressions      282
Matching sets of keywords      273
Matching, Euclidean minimum      358
Matching, lexicographic      132
Matching, maximum      580
Matching, maximum cardinality      580
Matching, maximum weight      133 580
Matching, perfect      108 133 134 580
Matrix inversion      923 650
Matrix multiplication      650 872 912—913 916—917
Matrix multiplication, Boolean      786
Matrix multiplication, Coppersmith — Winograd      656
Matrix multiplication, exponent of      650
Matrix problem (in VLSI theory)      864
Matrix representation      661
Max-flow min-cut theorem      590 592
Maximal independent set      872 907 917—919 927—928 930
Maximum cardinality matching      580
maximum distance      360
Maximum finding      888—890
Maximum flow (parallel)      924 928—929
Maximum flow algorithm      593
Maximum flow problem      588
Maximum matching      580 583
Maximum multicommodity flow      609
Maximum weight matching      580
Maze searching      418
McNaughton — Yamada algorithm      286
MDLP      see Minimum Description Length Principle
Measure problem      369
Median      330 889
Mellin transform      453 469 479 481 489 490 492 499
Memory      7
Memory, initialization of      24
Memory, input section      7
Memory, local      9
Memory, output section      7
Memory, shared      9
Menger’s theorem      529
Mental poker      743
Merge sort      467 471 892—893
Merge, odd-even      949
Merger      816
Merging      331 871 886—890 892—893
Merging network      816
Merging, two-way      331
Meromorphic function      450 454
Mesh network      864
Mesh-of-trees network      864 950
Message digest      726
Metacharacter      259 260 261
Meyer — Stockmeyer hierarchy      664
Min-flow max-cut theorem      592
Minimum cost flow problem      592 603
Minimum cost flow theorem      592
Minimum Description Length Principle (MLDP)      217 218
Minimum equivalent graph      540
Minimum Spanning Tree (MST)      555
Minimum spanning tree, Euclidean      358
Minkowski difference      411
Minkowski sum      411
Minor (of a graph)      547
Minor containment problem      547
Minor-closed      547
Minor-minimal      547
Minsky’s multicounter machine      4
Minterm      767
Mises — Wald — Church random sequence      193
MOD function      774
MOD gate      774
Model (in VLSI), multiswitch      841
Model (in VLSI), uniswitch      841 858
Module      650
Moment generating function      456
Monotone basis      787
Monotone circuit      773 780
Monotone circuit complexity      780
Monotone circuit value problem      926—929
Monotone formula      787
Monotone function      780
Monotone projection      780
Monotonicity over prefixes      205
Monte Carlo algorithm      115 904
Motion planning      393
Motion planning, adaptive      418
Motion planning, compliant      420
Motion planning, constrained      420
Motion planning, coordinated      405
Motion planning, exploratory      418
Motion planning, for a convex object      409 411
Motion planning, for a disk      408
Motion planning, for a ladder      397 406
Motion planning, in the presence of obstacles      419
Motion planning, kinodynamic      420
Motion planning, lower bounds      404
Motion planning, optimal      395 415
Motion planning, potential field approach to      394
Motion planning, projection technique for      405
Motion planning, retraction technique for      407
Motion planning, with uncertainty      420
Movable separability      420
Move-to-front rule      321
MST (minimum spanning tree)      555
MST family      555
Multi-output function      785
Multicommodity flow      609
Multicommodity flow, maximum      609
Multidimensional search      368 486
Multidimensional Turing machine      18
Multihead $d$-dimensional machine      228
Multihead tree machine      228
Multihead Turing machine      228
Multiple polynomials      697 704
Multiplication      905 907—908 915—916
Multiplication (in VLSI theory)      865
Multiplication of matrices      650 656
Multiplication of numbers      660
Multiplication of polynomials      641
Multiswitch model      841
Multitape Turing machine      226
Multiterminal flow      605
Mutual recursion      168
Myhill — Nerode theorem      233
Naming theorem      184
NC      38 129 766 872 898
NC-reduction      132
NDTM      see nondeterministic Turing machine
Nearest common ancestor      328
Nearest neighbor      356
NETIME      103
Network      36
Network (for sorting)      467 472
Network flow      see flow
Network topology      862
Network, binary $n$-dimensional cube      947
Network, butterfly      863 947
Network, circuit switching      808
Network, classifying      817
Network, communication      807
Network, comparator      887—888 891 931
Network, cube-connected cycles      863
Network, directed butterfly      952
Network, homogeneous      809
Network, hypercube      863 947
Network, logical      36
Network, merging      816
Network, mesh      864
Network, mesh-of-trees      864 950
Network, packet switching      808
Network, self-routing      808
Network, shifting      815
Network, shuffle-exchange      862 948
Network, sorting      811 887 890—892 894
Network, tree-of-meshes      864
Newton step      639
NEXPSPACE      12
NEXPTIME      12 103
nl      127
NLIN — SPACE      100
NLOGSPACE      12
Node (of a graph)      528
Node cover      581
Noncritical region      406
Nondeterminism      8 761
Nondeterminism, bounded      8
Nondeterminism, unbounded      8
Nondeterministic algorithm      847
Nondeterministic finite automaton      282
Nondeterministic Turing machine (NDTM)      73
Nonuniform circuit family      75
Nonuniform complexity class      75 116
Nonuniform model      35
Nonuniformity      762
Normal form, disjunctive      764
Normal form, Kronecker      658
Normal form, prenex      778
Normal number      193 219
NP      12 83 762
NP-complete      15 84
NP-complete in the strong sense      86
NP-completeness      661
NP-easy      92
NP-equivalent      92
NP-hard      91
NP\poly      763
NSPACE[$S(n)$]      98
NTIME[$T(n)$]      98
Number of elements (of finite set)      196
Number, normal      193 219
Numerical analysis      664
Oblivious      226
Oblivious transfer      744
Obliviousness      762
Obstacles      394
Obstacles, expanded      410
Obstacles, in general position      411
Obstacles, moving      419
Obstacles, polygonal      397 416
Obstacles, polyhedral      397 416
Obstacles, rectangular      397
Obstruction set      547
Occam’s razor      214
Occupancy distribution      493 517
Odd-even merge      949
Off-line      227
Off-line computation      7
On-line      227
On-line computation      7
One-sided error algorithm      904 923
One-tape Turing machine      223
one-time pad      720
One-way function      112 117 725
One-way input      227
One-way predicate      726
Open addressing      507
Operation (of a switching network)      807
Operation, nonblocking      808
Operation, rearrangeable      808
Optimal algorithm      638
Optimal compression      243
Optimal computation      638 657
Optimal parallel algorithm      874—881 888—890 892-894
Optimal specification method      197
Optimum tree      319
OptP      110
Oracle      74 128 136 241 243 776
Oracle Turing machine (OTM)      74
Oracle, random      82
Oracle-augmented Boolean circuit      136
Orbit variety      658
Order of magnitude symbols      198
Order type      378
Orthogonal query      371
Ostrowski’s conjecture      637
OTM      see oracle Turing machine
Output format      647
Output section      7
Output-sensitive algorithm      349
OVERHEAD      13
Overhead factor      3
Overhead, polynomial-time bounded      4 14
P      12 77 762
P-complete      906—907 926
P-equivalent      108
P-printable      242
P-versus — NP question      5 236
Packet route length      958
Packet switching      808 950
Packet-switching network      808
Padding Lemma      169 179
Pairing function      199
Pairing heap      328
Palindromes      223 290
Paradox of asignment      32
Parallel addition      224
Parallel algorithm, efficient      871 873 874—894 920 924
Parallel algorithm, optimal      874—881 888—890 892-894
Parallel communication      950
Parallel comparison model      887—890
Parallel computation thesis      5 905—906
Parallel computation, general purpose      945 959
Parallel computer      945 959
Parallel machine      9 (see also PRAM)
1 2 3 4 5 6 7 8
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