Explicit bounds for primes in residue classes (1996)

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by Eric Bach , Jonathan Sorenson
Venue:Math. Comp
Citations:17 - 1 self

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8 Constructing nonresidues in finite fields and the extended Riemann hypothesis – Johannes Buchmann, Victor Shoup - 1991
6 Infinite Global Fields and the Generalized Brauer–Siegel Theorem – M. A. Tsfasman, S. G. Vlădut
3 Results and estimates on pseudopowers – Eric Bach, Richard Lukes, Jeffrey Shallit, H. C. Williams - 1996
5 Fast Integer Multiplication Using Modular Arithmetic – Anindya De, Piyush P Kurur, An Saha, Ramprasad Saptharishi - 2008
9 Normal Bases over Finite Fields – Shuhong Gao - 1993
26 Open Problems in Number Theoretic Complexity, II – Leonard M. Adleman, Kevin S. Mccurley
1 Automaticity IV: Sequences, Sets, and Diversity – Jeffrey Shallit - 1996
SHORT EFFECTIVE INTERVALS CONTAINING PRIMES IN ARITHMETIC PROGRESSIONS AND THE SEVEN CUBES PROBLEM – H. Kadiri
EFFICIENTLY CERTIFYING Non-integer Powers – Erich Kaltofen, Mark Lavin
9 Interpolation of Shifted-Lacunary Polynomials [Extended Abstract] – Mark Giesbrecht, Daniel S. Roche
6 Zeros of Dedekind zeta functions in the critical strip – Emmanuel Tollis
THE BURGESS INEQUALITY AND THE LEAST k-TH POWER NON-RESIDUE – Enrique Trevi Ño
40 Algorithms in algebraic number theory – H. W. Lenstra - 1992
18 Computing Hilbert class polynomials with the Chinese Remainder Theorem – Andrew V. Sutherland - 2010
1 THE EFFECTIVE CHEBOTAREV DENSITY THEOREM AND MODULAR FORMS MODULO m – Sam Lichtenstein
EVASIVENESS AND THE DISTRIBUTION OF PRIME NUMBERS – L Ászló Babai, Anandam Banerjee, Raghav Kulkarni - 2010
3 Removing Randomness From Computational Number Theory – Victor Shoup - 1989
40 Searching for Primitive Roots in Finite Fields – Victor Shoup - 1992
Abelian Groups, Gauß Periods, and Normal Bases – Shuhong Gao