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Gardner's Workout: Training the Mind and Entertaining the Spirit [Kietas viršelis]

4.50/5 (16 ratings by Goodreads)
  • Formatas: Hardback, 332 pages, aukštis x plotis: 229x152 mm, weight: 770 g
  • Išleidimo metai: 18-Jul-2001
  • Leidėjas: A K Peters
  • ISBN-10: 1568811209
  • ISBN-13: 9781568811208
Kitos knygos pagal šią temą:
  • Formatas: Hardback, 332 pages, aukštis x plotis: 229x152 mm, weight: 770 g
  • Išleidimo metai: 18-Jul-2001
  • Leidėjas: A K Peters
  • ISBN-10: 1568811209
  • ISBN-13: 9781568811208
Kitos knygos pagal šią temą:
Here are 41 pieces, which were previously published in various academic journals and popular magazines, by the esteemed master of mathematical games and puzzles who wrote the Scientific American games column for 25 years. These articles span a wide range of topics, including discussion of why a computer will always beat a human player at games of chance, tiling puzzles, computer and calculator "magic" tricks, and a controversial critical review of a teaching fad known as the "new new Math." Annotation c. Book News, Inc., Portland, OR (booknews.com)

For many decades, Martin Gardner, the Grand Master of mathematical puzzles, has provided the tools and projects to furnish our all-too-sluggish minds with an athletic workout. Gardner's problems foster an agility of the mind as they entertain. This volume presents a new collection of problems and puzzles not previously published in book form. Martin Gardner has dedicated it to "all the underpaid teachers of mathematics everywhere, who love their subject and are able to communicate that love to their students."

Recenzijos

" "[ Gardner's writings]are the best explanations of mathematics you can find and it has already been proven that they light a fire of enthusiasm for mathematics." -Charles Ashbacher, Journal of Recreational Mathematics , November 2002 "The effectiveness of this book derives in large part from the passion with which Gardner shares his mathematical enthusiasm and on the breadth of erudition of his discussions. This is another winner!" -Edward J. Barbeau, Crux Mathematicorum , October 2001 "This collection differs from his previous collections in that the articles cover a much wider range than before." -David Singmaster, LMS , January 2003 "... even well-known puzzles retain their power, as was made clear again and again last month at the seventh "Gathering for Gardner." These conferences of mathematicians, puzzlers, game-players and magicians at the Ritz-Carlton here began as personal tributes to Martin Gardner, Scientific American's legendary Mathematical Games columnist, and now take place without the master's presence (he is 91). During four days of talks and tricks, the oldest puzzles mixed freely with the newest." -Edward Rothstein, The New York Times , April 2006 "There are many choice plums among this [ collection], some containing a pointer to deeper ideas, some unsolved, and some plain fun, but all entertaining ... I shall enjoy dipping into the book from time to time ..." -The Mathematical Gazette , March 2002 "This is a remarkable book... It will surely produce a paradise for anyone who wants to enjoy teh pleasure of the creative work in his brain." -EMS Newsletter , March 2003"

Preface xi
Part I 1(268)
The Opaque Cube
3(6)
The Square Root of 2 = 1.414 213 562 373 095...
9(12)
Flip, the Psychic Robot
21(4)
The Propositional Calculus with Directed Graphs
25(10)
Mathematics and Wordplay
35(4)
Steiner Trees on a Checkerboard
39(22)
Tiling the Bent Tromino
61(12)
Covering a Cube with Congruent Polygons
73(4)
Magic Tricks on a Computer
77(6)
Variations on the 12345679 Trick
83(2)
More Calculator Whimsies
85(6)
Kasparov's Defeat by Deep Blue
91(6)
Computers Near the Threshold?
97(12)
Cornering the King
109(8)
Toroidal Currency
117(4)
Six Challenging Dissection Tasks
121(8)
Lewis Carroll's Pillow-Problems
129(4)
Lewis Carroll's Word Ladders
133(6)
The Ant on 1 x 1 x 2
139(4)
Three-Point Tiling
143(6)
Lucky Numbers and 2187
149(8)
3 x 3 Magic Squares
157(10)
Some New Discoveries about 3 x 3 Magic Squares
167(8)
Primes in Arithmetic Progression
175(6)
Prime Magic Squares
181(6)
The Dominono Game
187(4)
The Growth of Recreational Mathematics
191(12)
Maximum Inscribed Squares, Rectangles, and Triangles
203(12)
Serial Isogons of 90 Degrees
215(16)
Around the Solar System
231(4)
Ten Amazing Mathematical Tricks
235(6)
Modeling Mathematics with Playing Cards
241(8)
The Asymmetric Propeller Theorem
249(8)
Chess Queens and Maximum Unattacked Cells
257(12)
Part II 269(32)
Lion Hunting
271(4)
Two Books on Infinity
275(6)
The Universe and the Teacup
281(4)
A New Result on Perfect Magic Squares
285(6)
The Number Devil
291(4)
Probability 1
295(6)
Fuzzy New New Math
301
Martin Gardner