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Lipschutz S.Ph.D. — Schaum's outline of theory and problems of finite mathematics
Lipschutz S.Ph.D. — Schaum's outline of theory and problems of finite mathematics

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Название: Schaum's outline of theory and problems of finite mathematics

Автор: Lipschutz S.Ph.D.

Аннотация:

The first edition of this popular text and reference has been translated into five languages! Students and practitioners will understand why when they use this powerful study tool and see how it makes learning and doing finite mathematics so much easier. They'll also appreciate, in this edition, the all new sections on graph theory, descriptive and inferential statistics and the mathematics of finance. Handy appendixes help computation of material in the text and illustrate the computing capabilities of graphing calculators.


Язык: en

Рубрика: Computer science/Дискретная математика/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Год издания: 1966

Количество страниц: 338

Добавлена в каталог: 22.11.2005

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
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Предметный указатель
Absolute value      259
Absorbing states      240
Algebra of propositions      11
Algebra of sets      38
Algorithm of simplex method      308
Angle of inclination      266
Argument      26
Bayes' theorem      207
Biconditional statement      19
Binomial coefficients      141
Binomial distribution      217
Binomial theorem      142
Birthday problem      188
Bounded sets      269
Bounding hyperplane      282
C player      321
Cartesian Plane      266
Cartesian product      50
Cauchy-Schwarz inequality      278
cell      60
class      37
Class equivalence      60
Closed half space      282
Closed interval      258
Co-domain of a function      66
Coefficients of equations      106
Coefficients, binomial      141
Collection      37
Column vector      81
Combinations      161
Complement of a set      37
Components of vectors      81 83
Composition function      68
compound statements      1
Conclusion of an argument      26
Conditional probability      199
Conditional statement      18
Conjunction      1
Consistent equations      109
Constant      106
Contradiction      10
Contrapositive      19
Converse statement      19
Convex sets      281
Convex sets, polygonal      283
Convex sets, polyhedral      282
Corner point      282
Counting, fundamental principle of      152
Cross-partitions      162
De Morgan's laws      11
Degenerate equations      107
Dependent vectors      114
Detachment, law of      26
Determinants      127
Disjoint sets      37
Disjunction      2
Disjunction, exclusive      3 15
Distance      266
distribution      218
Distribution, binomial      217
Domain of a function      66
Dot product      84
Dual problem      301
Duality theorem      303
Echelon form      109
Element      35
Elementary event      184
Empty set      37
Equations, linear      104
Equations, linear, system of      107
Equiprobable space      186
Equivalence class      60
Equivalence relation      59
Equivalent, logically      10
Euclidean space      268
Event      184
Exclusive disjunction      3 15
Expected value      220
Expected value of a game      221
Extreme point      282
Factorial      141
Fair game      221 323
Fallacy      26
False statement      1
Family      37
Family of lines      268
Feasible solution      300
Finite set      36
Fixed point      234
Frequency, relative      184
Function      66
Function, composition of      68
Function, identity      70
Function, inverse      70
Function, linear      67 281
Function, objective      300
Function, polynomial      68
Games, gambling      221
Games, gambling, fair      221
Games, matrix      321
Games, matrix, fair      323
Games, matrix, strictly determined      323
Games, matrix, value of      323
Graph of a function      67
Half plane      282
Half space      282
Homogeneous equations      111
Hyperplane      269
Identity function      70
Image      66
Implication      28
Inclination of a line      266
Inconsistent equations      109
Inconsistent inequalities      285
Independent events      201
Independent trials      216
Independent vectors      114
Inequalities      258
Inequalities, linear      259
Infinite set      36
Initial simplex tableau      304
Inner product      84
Intersection of sets      37
Intervals      258
Inverse, function      70
Inverse, matrix      132
Inverse, relation      59
Inverse, statement      19
Invertible matrix      131
Joint denial      16
Line, in the plane      267
Line, real      257
Line, segment      281
Linear, equation      104
Linear, function      67 281
Linear, inequality      259
Linear, programming      300
Linear, space      83
Logical implication      28
Logically equivalent      10
Mapping      66
Markov chain      236
Matrix      90 112
Matrix, addition of      90
Matrix, game      321
Matrix, multiplication of      92
Matrix, non-singular      133
Matrix, regular      234
Matrix, scalar multiplication of      91
Matrix, singular      133
Matrix, square      93
Matrix, stochastic      233
Matrix, transition      236
Matrix, transpose      94
Member      35
Minkowski's inequality      278
Mixed strategy      322
Multinomial coefficients      144
Mutually exclusive events      185
Negation      3
negative numbers      257
New simplex tableau      306
Non-singular matrix      133
Norm of a vector      269
Null set      36
Numbers, real      256
Objective function      300
Odds      188
One-to-one function      69
Onto function      69
Open half space      282
Optimum solution      300
Optimum strategy      322
Order      257
Ordered pair      50
Ordered partition      163
Origin      257
Pair, ordered      50
Parallel lines      266
PARAMETER      268
Partitions      60 162
Partitions ordered      163
Pascal's triangle      143
Permutation      152
Perpendicular lines      266
Pivot      305
Pivotal column      305
Pivotal row      305
Plane, Cartesian      266
Plane, half      282
Play of a game      321
Players, R and C      321
Point      266
Point, corner      282
Point, extreme      282
Point, fixed      234
Point, saddle      323
Polygonal convex set      283
Polyhedral convex set      282
Polynomial      68
Premises      26
Primal problem      301
probability      184
Probability, conditional      199
Probability, distribution      238
Probability, vector      233
Product set      50
Proper subset      36
Proposition      3
Pure strategy      322
Quotient set      60
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