Uniform lower bound for the least common multiple of a polynomial sequence
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Let n be a positive integer and be a polynomial with nonnegative integer coefficients. We prove that , except that and and that , with being an integer and , where denotes the smallest integer, which is not less than . This improves and extends the lower bounds obtained by M. Nair in 1982, B. Farhi in 2007 and S.M. Oon in 2013.

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