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Krantz S.G. — Techniques of Problem Solving
 Обсудите книгу на научном форуме Нашли опечатку?Выделите ее мышкой и нажмите Ctrl+Enter Название: Techniques of Problem Solving Автор: Krantz S.G. Аннотация: The purpose of this book is to teach the basic principles of problem solving, including both mathematical and nonmathematical problems. This book will help students to translate verbal discussions into analytical data; learn problem-solving methods for attacking collections of analytical questions or data; build a personal arsenal of solutions and internalized problem-solving techniques; and become "armed problem solvers", ready to battle with a variety of puzzles in different areas of life. Taking a direct and practical approach to the subject matter, Krantz's book stands apart from others like it in that it incorporates exercises throughout the text. After many solved problems are given, a "Challenge Problem" is presented. Additional problems are included for readers to tackle at the end of each chapter. There are more than 350 problems in all. A Solutions Manual to most end-of-chapter exercises is available. Язык: Рубрика: Математика/ Статус предметного указателя: Готов указатель с номерами страниц ed2k: ed2k stats Год издания: 1997 Количество страниц: 465 Добавлена в каталог: 13.04.2008 Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
Предметный указатель
 Absorbing barrier      153 Addressing letters      130 Admissible graph      23 All triangles are isosceles      300 Analytic geometry      71 Angle in a regular polygon      62 Angle in a triangle      65 Angle subtending a semi-circle      73 Appel, K. and Haken, W.      121 Area of a triangle in terms of its sides      78 Arithmetic mean      272 Arrow's Theorem      353 Avagadro's number      344 Average families      170 Bachet's problem      254 Band around the earth      217 218 Bayes's theorem      341 Bernoulli — Euler problem      146 Bertrand's paradox      98 Birthday coincidence      143 Blackjack      354 Bridge hands      18 Buffon Needle Problem      149 Caesar cipher      313 Cancer, testing for      340 Chess      260 Choose function      15 Chord of a planar region      94 Coloring problem      122 Complete graph      92 94 Conditional probability      339 Continuity method      324 Conway, J. H. sequence      310 Counting monomials      19 Counting pairs      14 Counting permutations      14 Counting problems      3 Counting subsets      23 Crypto-arithmetic problems      202 Denver boot      359 Domino stacking      215 Efron, Bradley      352 Electoral College      353 Encryption problems      313 Envelope addressing      145 Equichordal point      94 96 Erdoes, Paul      230 311 Euler, formula      24 44 Euler, Leonhard      196 Euler, number e      346 Expected value      155 Extremal problem      88 Extreme points of a convex body      111 Feynman problem      355 Fibonacci sequence      159 Four color problem      121 Fuel saving devices      322 Game of life      259 Game theory      183 Gauss's problem      6 Generating function      161 Geometric mean      272 Geometric series      158 Goffman, Casper      230 Ham sandwich problem      324 354 Hand shaking      4 7 40 Heawood formula      126 Human blood in the United States      350 Jeans, James      343 Julius Caesar      343 Kakeya needle problem      124 Kant's clock      349 Larger than average families      338 Latin square      258 Lattice points in the plane      65 Law of Cosines      70 Law of Sines      70 Liars and truth tellers      30 31 Line passing through just two points      88 Magic square      235 Magic square, even order      245 Magic square, periodicity      240 Manhole cover      355 Marriage problem      163 Martini, mixing a      323 Mathematical induction      21 Maximizing area      52 Monkeys pounding typewriters      358 Monty Hall problem      32 Morra      231 Mt. Fuji      347 Nevada, area of      310 Newton, Isaac problem      288 Palindrome      200 Parity problems      35 Pascal, Blaise      172 Pennsylvania State Lottery      232 Pigeonhole Principle      28 Pitofsky family      358 Platonic solids      104 113 Poker hands      18 Ponzi scheme      352 Primes, infinitely many      34 35 Prisoner's Dilemma      183 310 Problems involving weighings      247 Pseudo-checkers      190 Pulling a dollar bill      316 Pythagorean, theorem      68 Pythagorean, triples      292 Random, pole cutting      141 Random, walk      153 Rectangle inscribed in a curve      84 Ringel, G. and Youngs, J.W.T.      126 River crossing problems      295 296 Ruin problem      155 Ruler and compass constructions      49 56 59 Russell, Bertrand      229 Seven Bridges of Konigsberg      196 Spanish-American War      342 Sununu's geometry problem      14 116 Sylvester's theorem      126 Telescoping sum      268 Tower of Hanoi      188 Trigonometry      279 Turton's proof that       304 Two Up      231 Vigenere cipher      314 Volume of the unit ball in space      218 Von Neumann problem      217 Voting schemes      336 Weighing of pearls      247 250 251 Yarborough      232
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