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Grimaldi R.P., Rothman D.J. — Discrete and Combinatorial Mathematics: An Applied Introduction
Grimaldi R.P., Rothman D.J. — Discrete and Combinatorial Mathematics: An Applied Introduction



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Название: Discrete and Combinatorial Mathematics: An Applied Introduction

Авторы: Grimaldi R.P., Rothman D.J.

Аннотация:

Provides an introductory survey in both discrete & combinatorial mathematics. Intended for the beginning student designed to introduce a wide variety of applications & develop mathematical maturity of the student by studying an area that is so different form the traditional coverage in calculus & different equations. DLC: Mathematics. — This text refers to an out of print or unavailable edition of this title.


Язык: en

Рубрика: Математика/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Издание: 5th edition

Год издания: 2004

Количество страниц: 833

Добавлена в каталог: 15.04.2008

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
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Предметный указатель
Triangulation (of a convex polygon)      494
Trigonometric series      303
Triple      248
Triple repetition code      765 768 769 see
Triple system      829
Trivial subgroup      748
Trivial walk      515
Trotter, H.F.      506 508
Trunc (truncation) function      254
Truth tables      49 52 55—59 62 70 143
Truth value      48 49 69 82
Tucker, Alan      42 43 412 444 445 796 797
Turing machine      333
Turing, Alan Mathison      333
Tutte, W.T.      573
Two-byte address      5
two-dimensional array      101
Two-dimensional motions      749
Two-state device      711
Two-unit delay machine      329
Two-valued logic      711
Two’s complement method      227 228 230
Tymoczko, Thomas      575 576
U.S. Navy      357 377
U.S.S. Constitution      623
Ullman, Jeffrey David      333 334 378 506 507 574 575 623 624 642 667 668 708
UltraSPARC processor      5
Unary operation      138 267 268 733
Uncountable set      164 303 A-28 A-29 A-32
Undirected edge      351
Undirected graph      350—352 396 480 488 514 515 615—619 639—642 699 730
Uniform discrete random variable      185 209
Union Construct (in C++)      369
Union of graphs      570
Union of sets      136 138 213 248 A-29 A-31
Uniqueness of complements (inverses) for a Boolean algebra      736
Uniqueness of inverses for a group      747
Uniqueness of inverses for a ring      680 681
Unit circle      A-28
Unit delay machine      see "One-unit delay machine"
Unit in a ring      677 681 689 700
Unit-interval graph      520
Unity in a ring      675 681 700
Unity of a Boolean algebra      733 739
Universal address system      589
Universal generalization      110 111
Universal quantifier      87 88 90 96 98 124
Universal set      523
Universal specification      106 111
Universally quantified statement      107 108 110—112
Universe      87 90—92 106 123—128 138 139 149 161
Universe of discourse      87 124
Unsaturated edge      645
Unspecified outputs      731
Upper bound      363
Upper limit in product notation      239
Upper limit of a summation      17
Uranium      486
Usable edge      653 655 656
User-interface      155
Utility graph      542
Vajda, S.      506 508
Val(f)      645—649 651—653 656
Valid argument      47 53 67—71 111 see
Validity of an argument      70 71 73 76 77 79—83 99 103 109 112
Value of a flow      645—649
Van Gelder, Allen      305 624 625 641 642 667 668
Van Slyke, R.      642 668 669
Var(x)      180—184
Variable      86—88
Variable bound      88
Variable coefficient      452 487
Variable free      88
Variance      177 180
Varieties      825—827
VDT      155
Veblen, O.      831
Vector space      624
Vectors      694
Veitch, E.W.      742 743
Velleman, Daniel J.      304 305
Venn diagram      141—144 146 148 155 161 168 169 188 385 386 393 398 411
Venn,John      141 188
Vertex degree      530
Vertex set      349 514
Vertices of a graph      349 514
Vertices of a graph, adjacent vertices      349 514
Vertices of a graph, isolated vertex      349 514
Vertices of a graph, origin      349 514
Vertices of a graph, source      349 514
Vertices of a graph, terminating vertex      349 514
Vertices of a graph, terminus      349 514
Video-display terminal      155
Von Dyck, Walther Franz Anton      794
Von Ettinghausen, Andreas      42
von Koch, Helge      475
von Neumann, John      689
Von Staudt, Karl      622
Vorlesungen ueber die Algebra der Logik      119
W(T)      612
Wakerly, John F.      742 743
Walk      515 516
Walker, Elbert A.      707 708
Wallis, W.D.      796 797 831 832
Walser, Hans      506 508
Wand, Mitchell      244
Washington, Lawrence C.      693 708 795 797
Weaver, W.      797
Weight of a string      18
Weight of a tree      612
Weight of an edge      631 638 644
Weight of x (in coding theory)      766 see
Weighted directed graph      644
Weighted graph      631—634 636 637 640—642 667
Weights (for an optimal tree)      611 612
Well — Ordering Principle      193 194 222 223 231 236
Well-defined (in set theory)      123
Well-defined binary operation      687
Well-formed formulae      220
Well-ordered set      194
West, Douglas B.      543 573 574 576
Weston, J. Harley      412
What the Tortoise Said to Achilles      119
Wheel graph      519 520 572
Wheel of Fortune      196
Wheel with n spokes      520 572
Whitehead, Alfred North      119 187
Whitney, Hassler      573
Whitworth, William Allen      42 43 411 412
Wilder, Raymond L.      119 120 304 305
Wiles, Andrew John      705 706
Wilf, Herbert S.      444 445
Wilson, John      752
Wilson, Robin J.      574 575
Wilson’s Theorem      752 798
Wimbledon      249 601
Without replacement      15
Woltz, Jack      186
Wood, Derick      333 334
Word      310
World War II      333
Worst-case complexity      295 296
Worst-case time-complexity function      503 605—609 636 637 640—642 654 668
Wrapped around      536 724
Wright, Charles R.B.      119 120
Wright, Edward Maitland      244 412
wt(a,b)      631
wt(e) (for an edge e)      631 632 638 639 641
wt(x) (for a string x)      18
wt(x) (in coding theory)      766 see
Wyman, M.      493 507
Xenocrates (of Chalcedon)      41
Youse, Bevan K.      244
Zariski, Oscar      707 708 831 832
Zero element      A-13
Zero element of a Boolean algebra      733 738 739
Zero element of a ring      674 679 699 701
Zero polynomial      802
Zero-one matrix      247 344 345 347 348 352
Zuckerman, Herbert Samuel      243 244 444 445 708
|a|      124
|G|      746
1 2 3 4 5 6 7 8 9 10 11 12 13
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