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On Numbers which Contain no Factors of the Form P (kp + 1)
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In a thesis submitted to the California University, Henry W. Stager discusses the properties of numbers which contain no factors of the form p (kp + 1), where p is a prime and ^ is a positive integer. He conjectures that the number of sucb numbers, (P's as he calls them) and the number of primes within a given limit differ asymptotically by a constant.
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