| 11. | ErdQs'conjecture on arithmetic progressions can be viewed as a stronger version of Szemer�di's theorem.
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| 12. | The sum of a finite arithmetic progression is called an "'arithmetic series " '.
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| 13. | All integer triangles with a 60?angle have their angles in an arithmetic progression.
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| 14. | Using list comprehension notation with \ denoting set subtraction of arithmetic progressions of numbers.
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| 15. | *PM : multidimensional arithmetic progression, id = 4303-- WP guess : multidimensional arithmetic progression-- Status:
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| 16. | *PM : multidimensional arithmetic progression, id = 4303-- WP guess : multidimensional arithmetic progression-- Status:
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| 17. | Are " k "-powerful numbers in an arithmetic progression.
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| 18. | The Chebotarev density theorem may be viewed as a generalisation of Dirichlet's theorem on arithmetic progressions.
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| 19. | For the number of " k " tuples of primes p _ 1 in arithmetic progression.
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| 20. | It also presents applications to partial differential equations, Dirichlet's theorem on arithmetic progressions, and other topics.
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