2013

Books

• Daniel Bertrand, Philip Boalch, Jean-Marc Couveignes and Pierre Dèbes:
  Geometric and differential Galois theories.
  Séminaires et Congrès vol. 27.
  Société Mathématique de France 2013.

Book chapters

• Andreas Enge:
  Elliptic curve cryptographic systems.
  In Gary L. Mullen and Daniel Panario (editors):
  Handbook of Finite Fields
  Discrete Mathematics and Its Applications
  Chapman and Hall/CRC, Boca Raton 2013, pp. 784–796.

Journals

• Jean-Paul Cerri, Jérôme Chaubert and Pierre Lezowski:
  Euclidean totally definite quaternion fields over the rational field and over quadratic number fields.
  International Journal of Number Theory 9 (3), 2013, pp. 653–673.
• Jean-Marc Couveignes and Reynald Lercier:
  Fast construction of irreducible polynomials over finite fields.
  Israel Journal of Mathematics 194, 2013, pp. 77–105.
• Henri Cohen and Don Zagier:
  Vanishing and non-vanishing theta values.
  Annales mathématiques du Québec 37 (1), 2013, pp. 45–61.
• Andreas Enge and Reinhard Schertz:
  Singular values of multiple eta-quotients for ramified primes.
  LMS Journal of Computation and Mathematics 16, 2013, pp. 407–418.
• Nicolas Mascot:
  Computing modular Galois representations.
  Rendiconti del Circolo Matematico di Palermo 62 (3), 2013, pp. 451–476.

Conferences

• Athanasios Angelakis and Peter Stevenhagen:
  Imaginary quadratic fields with isomorphic abelian Galois groups.
  In Everett W. Howe and Kiran S. Kedlaya (editors):
  ANTS X — Proceedings of the Tenth Algorithmic Number Theory Symposium
  The Open Book Series vol. 1.
  Mathematical Sciences Publisher, Berkeley 2013, pp. 21–39.
• Henri Cohen:
  Haberland's formula and numerical computation of Petersson scalar products.
  In Everett W. Howe and Kiran S. Kedlaya (editors):
  ANTS X — Proceedings of the Tenth Algorithmic Number Theory Symposium
  The Open Book Series vol. 1.
  Mathematical Sciences Publisher, Berkeley 2013, pp. 249–270.
• Kristin E. Lauter and Damien Robert:
  Improved CRT Algorithm for Class Polynomials in Genus 2.
  In Everett W. Howe and Kiran S. Kedlaya (editors):
  ANTS X — Proceedings of the Tenth Algorithmic Number Theory Symposium
  The Open Book Series vol. 1.
  Mathematical Sciences Publisher, Berkeley 2013, pp. 437–461.