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Elementary number theory is concerned with the structures and relationships of natural numbers. Beginning with natural numbers and covering the realms of infinity from prime numbers to parallel lines, the authors explore how mathematicians have tried to grasp the ungraspable, Profiles of individuals range from Pythagoras, who theorized about irrational numbers, to Georg Cantor, who proved that infinity can come in different sizes. These are off-the-shelf grammars of standard and common phrases such as times, dates and natural numbers. |
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