in coefficient representation. This yields an integer polynomial with coefficients in [-P/2,P/2], unless the positive flag is set to true, in which case we get coefficients in [0,P-1] (P is the product of all moduli used). Using the optional <a class="el" href="classhelib_1_1_index_set.html" title="A dynamic set of non-negative integers.">IndexSet</a> param we compute the polynomial reduced modulo the product of only the primes in that set. <br /></td></tr>
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