![Analytic number theory / Integer sequences / Field theory / Bateman–Horn conjecture / Finite field / Algebraic torus / Separable extension / Number theory / Field extension / Abstract algebra / Mathematics / Algebra Analytic number theory / Integer sequences / Field theory / Bateman–Horn conjecture / Finite field / Algebraic torus / Separable extension / Number theory / Field extension / Abstract algebra / Mathematics / Algebra](https://www.pdfsearch.io/img/eabc32f998fec027b7248412edb06169.jpg) Date: 2006-12-06 18:43:19Analytic number theory Integer sequences Field theory Bateman–Horn conjecture Finite field Algebraic torus Separable extension Number theory Field extension Abstract algebra Mathematics Algebra | | PRIME ORDER PRIMITIVE SUBGROUPS IN TORUS-BASED CRYPTOGRAPHY JASON E. GOWER Abstract. We use the Bateman-Horn conjecture to study the order of the set of Fq -rational points of primitive subgroups that arise in torus-baseAdd to Reading ListSource URL: eprint.iacr.orgDownload Document from Source Website File Size: 182,20 KBShare Document on Facebook
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