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The hidden moves that make hard problems beautiful. Most math books hand you a thousand problems and a stopwatch. This one hands you eighteen ideas. The Art of Creative Math is not a drill book - it's a guided tour of the eighteen most beautiful moves in competition mathematics: the quiet shifts in seeing that turn a wall of impossible-looking problems into a landscape you can navigate. Double counting. The pigeonhole principle. Invariants. Bijections. Generating functions. Modular arithmetic. Each chapter takes a single idea, shows it cracking open problems that look completely unrelated, and follows the same rhythm - a hook you can attack in one sitting, the idea in plain language, worked "watch this" moments, the classic trap almost everyone falls into, and a showpiece where the idea runs at full power. You'll travel with Curious Carl, a bright, hard-working student certain that math is a matter of grinding harder - who discovers, one chapter at a time, that the real skill is refusing to grind when there's a way to see. Who it's for Ambitious middle- and high-school students (roughly AMC through AIME), their teachers and coaches, and any adult who once loved math and wants to feel that click again. No particular competition is assumed; the goal is understanding that lasts. Inside Read it and you won't just solve harder problems - you'll change what a hard problem looks like.
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Paperback. Zustand: new. Paperback. The hidden moves that make hard problems beautiful.Most math books hand you a thousand problems and a stopwatch. This one hands you eighteen ideas.The Art of Creative Math is not a drill book - it's a guided tour of the eighteen most beautiful moves in competition mathematics: the quiet shifts in seeing that turn a wall of impossible-looking problems into a landscape you can navigate. Double counting. The pigeonhole principle. Invariants. Bijections. Generating functions. Modular arithmetic. Each chapter takes a single idea, shows it cracking open problems that look completely unrelated, and follows the same rhythm - a hook you can attack in one sitting, the idea in plain language, worked "watch this" moments, the classic trap almost everyone falls into, and a showpiece where the idea runs at full power.You'll travel with Curious Carl, a bright, hard-working student certain that math is a matter of grinding harder - who discovers, one chapter at a time, that the real skill is refusing to grind when there's a way to see.Who it's forAmbitious middle- and high-school students (roughly AMC through AIME), their teachers and coaches, and any adult who once loved math and wants to feel that click again. No particular competition is assumed; the goal is understanding that lasts.InsideRead it and you won't just solve harder problems - you'll change what a hard problem looks like. The Art of Creative Math is not a drill book but a guided tour of the eighteen most beautiful ideas in competition mathematics - double counting, the pigeonhole principle, invariants, bijections, generating functions, and more. This item is printed on demand. Shipping may be from multiple locations in the US or from the UK, depending on stock availability. Bestandsnummer des Verkäufers 9798906210081
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Taschenbuch. Zustand: Neu. nach der Bestellung gedruckt Neuware - Printed after ordering - The hidden moves that make hard problems beautiful.Most math books hand you a thousand problems and a stopwatch. This one hands you eighteen ideas.The Art of Creative Math is not a drill book - it's a guided tour of the eighteen most beautiful moves in competition mathematics: the quiet shifts in seeing that turn a wall of impossible-looking problems into a landscape you can navigate. Double counting. The pigeonhole principle. Invariants. Bijections. Generating functions. Modular arithmetic. Each chapter takes a single idea, shows it cracking open problems that look completely unrelated, and follows the same rhythm - a hook you can attack in one sitting, the idea in plain language, worked 'watch this' moments, the classic trap almost everyone falls into, and a showpiece where the idea runs at full power.You'll travel with Curious Carl, a bright, hard-working student certain that math is a matter of grinding harder - who discovers, one chapter at a time, that the real skill is refusing to grind when there's a way to see.Who it's forAmbitious middle- and high-school students (roughly AMC through AIME), their teachers and coaches, and any adult who once loved math and wants to feel that click again. No particular competition is assumed; the goal is understanding that lasts.InsideRead it and you won't just solve harder problems - you'll change what a hard problem looks like. Bestandsnummer des Verkäufers 9798906210081
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Paperback. Zustand: new. Paperback. The hidden moves that make hard problems beautiful.Most math books hand you a thousand problems and a stopwatch. This one hands you eighteen ideas.The Art of Creative Math is not a drill book - it's a guided tour of the eighteen most beautiful moves in competition mathematics: the quiet shifts in seeing that turn a wall of impossible-looking problems into a landscape you can navigate. Double counting. The pigeonhole principle. Invariants. Bijections. Generating functions. Modular arithmetic. Each chapter takes a single idea, shows it cracking open problems that look completely unrelated, and follows the same rhythm - a hook you can attack in one sitting, the idea in plain language, worked "watch this" moments, the classic trap almost everyone falls into, and a showpiece where the idea runs at full power.You'll travel with Curious Carl, a bright, hard-working student certain that math is a matter of grinding harder - who discovers, one chapter at a time, that the real skill is refusing to grind when there's a way to see.Who it's forAmbitious middle- and high-school students (roughly AMC through AIME), their teachers and coaches, and any adult who once loved math and wants to feel that click again. No particular competition is assumed; the goal is understanding that lasts.InsideRead it and you won't just solve harder problems - you'll change what a hard problem looks like. The Art of Creative Math is not a drill book but a guided tour of the eighteen most beautiful ideas in competition mathematics - double counting, the pigeonhole principle, invariants, bijections, generating functions, and more. This item is printed on demand. Shipping may be from our Sydney, NSW warehouse or from our UK or US warehouse, depending on stock availability. Bestandsnummer des Verkäufers 9798906210081
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Paperback. Zustand: new. Paperback. The hidden moves that make hard problems beautiful.Most math books hand you a thousand problems and a stopwatch. This one hands you eighteen ideas.The Art of Creative Math is not a drill book - it's a guided tour of the eighteen most beautiful moves in competition mathematics: the quiet shifts in seeing that turn a wall of impossible-looking problems into a landscape you can navigate. Double counting. The pigeonhole principle. Invariants. Bijections. Generating functions. Modular arithmetic. Each chapter takes a single idea, shows it cracking open problems that look completely unrelated, and follows the same rhythm - a hook you can attack in one sitting, the idea in plain language, worked "watch this" moments, the classic trap almost everyone falls into, and a showpiece where the idea runs at full power.You'll travel with Curious Carl, a bright, hard-working student certain that math is a matter of grinding harder - who discovers, one chapter at a time, that the real skill is refusing to grind when there's a way to see.Who it's forAmbitious middle- and high-school students (roughly AMC through AIME), their teachers and coaches, and any adult who once loved math and wants to feel that click again. No particular competition is assumed; the goal is understanding that lasts.InsideRead it and you won't just solve harder problems - you'll change what a hard problem looks like. The Art of Creative Math is not a drill book but a guided tour of the eighteen most beautiful ideas in competition mathematics - double counting, the pigeonhole principle, invariants, bijections, generating functions, and more. This item is printed on demand. Shipping may be from our UK warehouse or from our Australian or US warehouses, depending on stock availability. Bestandsnummer des Verkäufers 9798906210081
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