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A remark on the least n with χ (n) ≠ 1 |
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| Authors: | Stephan Baier |
| Affiliation: | (1) Department of Mathematics and Statistics, Queen’s University, Jeffery Hall, University Ave, Kingston, ON, K7L 3N6, Canada |
| Abstract: | Suppose that a > 2. We prove that the number of positive integers q ≦ Q such that there exists a primitive character χ modulo q with χ (n) = 1 for all n ≦ (log Q)a is O(Q1/(1-a)+ε). Received: 7 December 2004 |
| Keywords: | 11L40 11A15 |
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