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Gerry Myerson
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Hungarian Problem BooksHungarian Problem Books, I and, II, III, IV.
Loren"The Eötvös Mathematics Competition is the oldest high school mathematics competition in the world, dating back to 1894. This book is a continuation of Hungarian Problem Book III and takes the contest through 1963. Forty-eight problems in all are presented in this volume. Problems are classified under combinatorics, graph theory, number theory, divisibility, sums and differences, algebra, geometry, tangent lines and circles, geometric inequalities, combinatorial geometry, trigonometry and solid geometry. Multiple solutions to the problems are presented along with background material. There is a substantial chapter entitled "Looking Back," which provides additional insights into the problems. Hungarian Problem Book IV is intended for beginners, although the experienced student will find much here. Beginners are encouraged to work the problems in each section, and then to compare their results against the solutions presented in the book. They will find ample material in each section to help them improve their problem-solving techniques."

Loren C Larson, Problem-Solving Through Problems.
Vaderlind, Guy, and Larson, The Inquisitive Problem Solver.
Hugo Steinhaus, One Hundred Problems in Elementary Mathematics.
Heinrich Dörrie, 100 Great Problems of Elementary Mathematics.
Martin Gardner, ed., Mathematical Puzzles of Sam Loyd.
Peter Winkler, Mathematical Puzzles; also, Mathematical Mind-Benders.
Henry E Dudeney, Amusements in Mathematics.
Konhauser, Velleman, and Wagon, Which Way Did the Bicycle Go?
Oliver Roeder, The Riddler.
Ditmarsch and Kooi, One Hundred Prisoners and a Light Bulb.

Hungarian Problem Books, I and II.
Loren C Larson, Problem-Solving Through Problems.
Vaderlind, Guy, and Larson, The Inquisitive Problem Solver.
Hugo Steinhaus, One Hundred Problems in Elementary Mathematics.
Heinrich Dörrie, 100 Great Problems of Elementary Mathematics.
Martin Gardner, ed., Mathematical Puzzles of Sam Loyd.
Peter Winkler, Mathematical Puzzles; also, Mathematical Mind-Benders.
Henry E Dudeney, Amusements in Mathematics.
Konhauser, Velleman, and Wagon, Which Way Did the Bicycle Go?
Oliver Roeder, The Riddler.
Ditmarsch and Kooi, One Hundred Prisoners and a Light Bulb.

Hungarian Problem Books, I, II, III, IV.
"The Eötvös Mathematics Competition is the oldest high school mathematics competition in the world, dating back to 1894. This book is a continuation of Hungarian Problem Book III and takes the contest through 1963. Forty-eight problems in all are presented in this volume. Problems are classified under combinatorics, graph theory, number theory, divisibility, sums and differences, algebra, geometry, tangent lines and circles, geometric inequalities, combinatorial geometry, trigonometry and solid geometry. Multiple solutions to the problems are presented along with background material. There is a substantial chapter entitled "Looking Back," which provides additional insights into the problems. Hungarian Problem Book IV is intended for beginners, although the experienced student will find much here. Beginners are encouraged to work the problems in each section, and then to compare their results against the solutions presented in the book. They will find ample material in each section to help them improve their problem-solving techniques."

Loren C Larson, Problem-Solving Through Problems.
Vaderlind, Guy, and Larson, The Inquisitive Problem Solver.
Hugo Steinhaus, One Hundred Problems in Elementary Mathematics.
Heinrich Dörrie, 100 Great Problems of Elementary Mathematics.
Martin Gardner, ed., Mathematical Puzzles of Sam Loyd.
Peter Winkler, Mathematical Puzzles; also, Mathematical Mind-Benders.
Henry E Dudeney, Amusements in Mathematics.
Konhauser, Velleman, and Wagon, Which Way Did the Bicycle Go?
Oliver Roeder, The Riddler.
Ditmarsch and Kooi, One Hundred Prisoners and a Light Bulb.

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Gerry Myerson
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Stephen Barr, Mathematical Brain-Benders;Stephen Barr, Mathematical Brain-Benders; also, The Man in the Milk CartonThe Man in the Milk Carton.
Hungarian"Challenge yourself with over 100 fresh paradoxes, puzzles, riddles, conundrums, word and number games for the jaded, skeptical puzzlist. Over 100 pages of comprehensive answers. Approximately 300 illustrations."

Hungarian Problem Books, I and II.
Loren C Larson, Problem-Solving Through Problems.
Vaderlind, Guy, and Larson, The Inquisitive Problem Solver.
Hugo Steinhaus, One Hundred Problems in Elementary Mathematics.
Heinrich Dörrie, 100 Great Problems of Elementary Mathematics.
Martin Gardner, ed., Mathematical Puzzles of Sam Loyd.
Peter Winkler, Mathematical Puzzles; also, Mathematical Mind-Benders.
Henry E Dudeney, Amusements in Mathematics.
Konhauser, Velleman, and Wagon, Which Way Did the Bicycle Go?
Oliver Roeder, The Riddler.
Ditmarsch and Kooi, One Hundred Prisoners and a Light Bulb.

Stephen Barr, Mathematical Brain-Benders; also, The Man in the Milk Carton.
Hungarian Problem Books, I and II.
Loren C Larson, Problem-Solving Through Problems.
Vaderlind, Guy, and Larson, The Inquisitive Problem Solver.
Hugo Steinhaus, One Hundred Problems in Elementary Mathematics.
Heinrich Dörrie, 100 Great Problems of Elementary Mathematics.
Martin Gardner, ed., Mathematical Puzzles of Sam Loyd.
Peter Winkler, Mathematical Puzzles; also, Mathematical Mind-Benders.
Henry E Dudeney, Amusements in Mathematics.
Konhauser, Velleman, and Wagon, Which Way Did the Bicycle Go?
Oliver Roeder, The Riddler.
Ditmarsch and Kooi, One Hundred Prisoners and a Light Bulb.

Stephen Barr, Mathematical Brain-Benders; also, The Man in the Milk Carton.
"Challenge yourself with over 100 fresh paradoxes, puzzles, riddles, conundrums, word and number games for the jaded, skeptical puzzlist. Over 100 pages of comprehensive answers. Approximately 300 illustrations."

Hungarian Problem Books, I and II.
Loren C Larson, Problem-Solving Through Problems.
Vaderlind, Guy, and Larson, The Inquisitive Problem Solver.
Hugo Steinhaus, One Hundred Problems in Elementary Mathematics.
Heinrich Dörrie, 100 Great Problems of Elementary Mathematics.
Martin Gardner, ed., Mathematical Puzzles of Sam Loyd.
Peter Winkler, Mathematical Puzzles; also, Mathematical Mind-Benders.
Henry E Dudeney, Amusements in Mathematics.
Konhauser, Velleman, and Wagon, Which Way Did the Bicycle Go?
Oliver Roeder, The Riddler.
Ditmarsch and Kooi, One Hundred Prisoners and a Light Bulb.

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Gerry Myerson
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David Singmaster, Problems for Metagrobologists.David Singmaster, Problems for Metagrobologists.
"This book is a collection of over 200 problems that David Singmaster has composed since 1987. Some of the math problems have appeared in his various puzzle columns for BBC Radio and TV, Canadian Broadcasting, Focus (the UK popular science magazine), Games and Puzzles, the Los Angeles Times, Micromath, the Puzzle a Day memo pad and the Weekend Telegraph. While some of these are already classics, many of the puzzles have not been published elsewhere previously.

Paul R Halmos, Problems for Mathematicians, Young and Old.Paul R Halmos, Problems for Mathematicians, Young and Old.
"A collection of math problems for people of varying skills from high school through professional level, organized into fourteen categories, such as matrices, space, probability, and puzzles, and including hints and solutions."

Donald J NewmanDonald J Newman, A Problem Seminar.
"There was once a bumper sticker that read, A"Remember the good old days when air was clean and sex was dirty?" Indeed, some of us are old enough to remember not only those good old days, but even the days when Math was fun(!), not the ponderous THEOREM, PROOF, THEOREM, PROOF, . . . , but the whimsical, "I've got a good prob­lem. " Why did the mood change? What misguided educational philoso­phy transformed graduate mathematics from a passionate activity to a form of passive scholarship? In less sentimental terms, why have the graduate schools dropped the Problem Seminar? We therefore offer "A Problem Seminar" to those students who haven't enjoyed the fun and games of problem solving.

CONTENTS
StephenPreface v
Format I
Problems 3
Estimation Theory 11
Generating Functions 17
Limits of Integrals 19
Expectations 21
Prime Factors 23
Category Arguments 25
Convexity 27
Hints 29
Solutions 41
FORMAT This book has three parts: first, the list of problems, briefly punctuated by some descriptive pages; second, a list of hints, which are merely meant as words to the (very) wise; and third, the (almost) complete solutions. Thus, the problems can be viewed on any of three levels: as somewhat difficult challenges (without the hints), as more routine problems (with the hints), or as a textbook on "how to solve it" (when the solutions are read). Of course it is our hope that the book can be enjoyed on any of these three levels."

Stephen Barr, Mathematical Brain-Benders; also, The Man in the Milk Carton.
Hungarian Problem Books, I and II.
Loren C Larson, Problem-Solving Through Problems.
Vaderlind, Guy, and Larson, The Inquisitive Problem Solver.
Hugo Steinhaus, One Hundred Problems in Elementary Mathematics.
Heinrich Dörrie, 100 Great Problems of Elementary Mathematics.
Martin Gardner, ed., Mathematical Puzzles of Sam Loyd.
Peter Winkler, Mathematical Puzzles; also, Mathematical Mind-Benders.
Henry E Dudeney, Amusements in Mathematics.
Konhauser, Velleman, and Wagon, Which Way Did the Bicycle Go?
Oliver Roeder, The Riddler.
Ditmarsch and Kooi, One Hundred Prisoners and a Light Bulb.

David Singmaster, Problems for Metagrobologists.
"This book is a collection of over 200 problems that David Singmaster has composed since 1987. Some of the math problems have appeared in his various puzzle columns for BBC Radio and TV, Canadian Broadcasting, Focus (the UK popular science magazine), Games and Puzzles, the Los Angeles Times, Micromath, the Puzzle a Day memo pad and the Weekend Telegraph. While some of these are already classics, many of the puzzles have not been published elsewhere previously.

Paul R Halmos, Problems for Mathematicians, Young and Old.
"A collection of math problems for people of varying skills from high school through professional level, organized into fourteen categories, such as matrices, space, probability, and puzzles, and including hints and solutions."

Donald J Newman, A Problem Seminar.
Stephen Barr, Mathematical Brain-Benders; also, The Man in the Milk Carton.
Hungarian Problem Books, I and II.
Loren C Larson, Problem-Solving Through Problems.
Vaderlind, Guy, and Larson, The Inquisitive Problem Solver.
Hugo Steinhaus, One Hundred Problems in Elementary Mathematics.
Heinrich Dörrie, 100 Great Problems of Elementary Mathematics.
Martin Gardner, ed., Mathematical Puzzles of Sam Loyd.
Peter Winkler, Mathematical Puzzles; also, Mathematical Mind-Benders.
Henry E Dudeney, Amusements in Mathematics.
Konhauser, Velleman, and Wagon, Which Way Did the Bicycle Go?
Oliver Roeder, The Riddler.
Ditmarsch and Kooi, One Hundred Prisoners and a Light Bulb.

David Singmaster, Problems for Metagrobologists.
"This book is a collection of over 200 problems that David Singmaster has composed since 1987. Some of the math problems have appeared in his various puzzle columns for BBC Radio and TV, Canadian Broadcasting, Focus (the UK popular science magazine), Games and Puzzles, the Los Angeles Times, Micromath, the Puzzle a Day memo pad and the Weekend Telegraph. While some of these are already classics, many of the puzzles have not been published elsewhere previously.

Paul R Halmos, Problems for Mathematicians, Young and Old.
"A collection of math problems for people of varying skills from high school through professional level, organized into fourteen categories, such as matrices, space, probability, and puzzles, and including hints and solutions."

Donald J Newman, A Problem Seminar.
"There was once a bumper sticker that read, "Remember the good old days when air was clean and sex was dirty?" Indeed, some of us are old enough to remember not only those good old days, but even the days when Math was fun(!), not the ponderous THEOREM, PROOF, THEOREM, PROOF, . . . , but the whimsical, "I've got a good prob­lem. " Why did the mood change? What misguided educational philoso­phy transformed graduate mathematics from a passionate activity to a form of passive scholarship? In less sentimental terms, why have the graduate schools dropped the Problem Seminar? We therefore offer "A Problem Seminar" to those students who haven't enjoyed the fun and games of problem solving.

CONTENTS
Preface v
Format I
Problems 3
Estimation Theory 11
Generating Functions 17
Limits of Integrals 19
Expectations 21
Prime Factors 23
Category Arguments 25
Convexity 27
Hints 29
Solutions 41
FORMAT This book has three parts: first, the list of problems, briefly punctuated by some descriptive pages; second, a list of hints, which are merely meant as words to the (very) wise; and third, the (almost) complete solutions. Thus, the problems can be viewed on any of three levels: as somewhat difficult challenges (without the hints), as more routine problems (with the hints), or as a textbook on "how to solve it" (when the solutions are read). Of course it is our hope that the book can be enjoyed on any of these three levels."

Stephen Barr, Mathematical Brain-Benders; also, The Man in the Milk Carton.
Hungarian Problem Books, I and II.
Loren C Larson, Problem-Solving Through Problems.
Vaderlind, Guy, and Larson, The Inquisitive Problem Solver.
Hugo Steinhaus, One Hundred Problems in Elementary Mathematics.
Heinrich Dörrie, 100 Great Problems of Elementary Mathematics.
Martin Gardner, ed., Mathematical Puzzles of Sam Loyd.
Peter Winkler, Mathematical Puzzles; also, Mathematical Mind-Benders.
Henry E Dudeney, Amusements in Mathematics.
Konhauser, Velleman, and Wagon, Which Way Did the Bicycle Go?
Oliver Roeder, The Riddler.
Ditmarsch and Kooi, One Hundred Prisoners and a Light Bulb.

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Gerry Myerson
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Gerry Myerson
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