Asymptotically exact heuristics for (near) primitive roots. II
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| Publication date | 2001 |
| Publisher | s.n. |
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| Abstract | Let g be a non-zero rational number. Let N_{g,t}(x)denote the number of primes p<=x suchthat the subgroup of the multiplicative group of the finite field having p elements generated by g mod p is of residual index t. Under the Generalized Riemann Hypothesis we investigate the quantity N_{g,t}(x) and in particularsimplify the work carried out in part I (which appearedin J. Number Theory 83 (2000), 155-181). |
| Document type | Working paper |
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