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Gerry Myerson
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Tobias Fritz
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Are there any books that present theorems as problems? To be more specific, a book on elementary group theory might have written: "Thereom"Theorem: Each group has exactly one identity" and then show a proof or leave it as an exercise. The type of book that I am imagining would have written "Problem: How many unit elements can a group have?" and similarly for all other theorems.

Are there any books that present theorems as problems? To be more specific, a book on elementary group theory might have written: "Thereom: Each group has exactly one identity" and then show a proof or leave it as an exercise. The type of book that I am imagining would have written "Problem: How many unit elements can a group have?" and similarly for all other theorems.

Are there any books that present theorems as problems? To be more specific, a book on elementary group theory might have written: "Theorem: Each group has exactly one identity" and then show a proof or leave it as an exercise. The type of book that I am imagining would have written "Problem: How many unit elements can a group have?" and similarly for all other theorems.

unit -> identity; removed extraneous spaces
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Mark Meckes
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zero -> unit
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Theo Johnson-Freyd
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Post Made Community Wiki by Anton Geraschenko
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aspy591
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