MATHEMATICS OF COMPUTATION Volume 00, Number 0, Pages 000–000 SXXAN L(1/3) ALGORITHM FOR IDEAL CLASS GROUP AND REGULATOR COMPUTATION IN CERTAIN NUMBER FIELDS

Source URL: www.lix.polytechnique.fr

• Mathematics
• Abstract algebra
• Mathematical analysis
• Algebraic number theory
• Discriminant of an algebraic number field
• Riemann hypothesis
• Algebraic number field
• Table of stars with Bayer designations
• Computational complexity of mathematical operations

Divisor Class Halving on Hyperelliptic Curves Peter Birkner Department of Mathematics, Technical University of Denmark (currently visiting Fields Institute, Toronto) Cryptography Seminar, University of Waterloo

Source URL: www.pbirkner.fastmail.fm

Endomorphism rings of elliptic curves over finite fields by David Kohel B.S. Biochemstry (Texas A&M UniversityB.S. Mathematics (Texas A&M University) 1989

Source URL: david.kohel.perso.luminy.univ-amu.fr

Henning Stichtenoth: List of Publications I. Books and Edited Volumes [8] Algebraic Function Fields and Codes (2nd edition ofGraduate Texts in Mathematics 254, Springer Verlag (2009), ca. 350 pp.

Source URL: people.sabanciuniv.edu

On Exponential Sums and Group Generators for Elliptic Curves over Finite Fields David R. Kohel1 and Igor E. Shparlinski2 1 School of Mathematics and Statistics

Source URL: www.i2m.univ-amu.fr

Divisor Class Halving on Hyperelliptic Curves Peter Birkner Department of Mathematics, Technical University of Denmark (Currently visiting Fields Institute, Toronto) ECC Mini-Symposium,

Source URL: www.pbirkner.fastmail.fm

The Tate conjecture over finite fields (AIM talk) J.S. Milne Abstract These are my notes for a talk at the The Tate Conjecture workshop at the American Institute of Mathematics in Palo Alto, CA, July 23–July 27, 2007,

Source URL: www.jmilne.org

T. Alden Gassert* (), Lederle Graduate Research Tower, Department of Mathematics and Statistics, 710 N. Pleasant St, Amherst, MAChebyshev action on finite fields. Given a polyn

Source URL: jointmathematicsmeetings.org

Subquadratic-Time Factoring of Polynomials over Finite Fields∗ Erich Kaltofen1 and Victor Shoup2 1 Department of Mathematics, North Carolina State University

Source URL: www4.ncsu.edu

Palestine Journal of Mathematics Vol) , 1–5 © Palestine Polytechnic University-PPUTamely ramified extensions and cyclotomic fields in

Source URL: pjm.ppu.edu