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arithmetic progression |
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arithmetic progression n (Mathematics) a sequence of numbers or quantities, each term of which differs from the succeeding term by a constant amount, such as 3,6,9,12 Compare geometric progression
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| Primal progress Mathematicians proved that the population of prime numbers includes an infinite collection of arithmetic progressions (165: 260). For centuries, mathematicians have wondered how many arithmetic progressions such as these exist among the set of prime numbers and how long the progressions can get. |
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