Primality proofs with elliptic curves: heuristics and analysis Wieb Bosma∗, Eric Cator†, Antal J´arai‡, Gy¨ongyv´er Kiss§ September 11, 2014 Abstract

Source URL: www.math.ru.nl

• Abstract algebra
• Algebra
• Mathematics
• Primality tests
• Finite fields
• Elliptic curves
• Elliptic curve primality
• Group theory
• Lenstra elliptic curve factorization
• Elliptic curve
• Prime number
• Quadratic residue

D:/PaperSVN/Papers/Surface_analysis/p.dvi

Source URL: people.mpi-inf.mpg.de

• Algebra
• Mathematics
• Abstract algebra
• Computer algebra
• Polynomials
• Finite fields
• Algebraic geometry
• Algebraic topology
• Algebraic curve
• CW complex
• Grbner basis
• XTR

DVIR, KOPPARTY, SARAF, AND SUDAN ON THE SIZE OF KAKEYA SETS IN FINITE FIELDS AN EXPOSITION BY VSEVOLOD F. LEV A Kakeya, or Besicovitch, set in a vector space is a set which contains a line in every direction. The finite

Source URL: math.haifa.ac.il

GROUP LAW ALGORITHMS FOR JACOBIAN VARIETIES OF CURVES OVER FINITE FIELDS RAN COHEN Abstract. This paper reviews the group law algorithms of nonsingular Cab curves, and provides implementation results comparing it to an a

Source URL: u.cs.biu.ac.il

Special Days on Combinatorial Constructions Using Finite Fields December 05-06, 2013

Source URL: www.ricam.oeaw.ac.at

On Multiplication in Finite Fields ¨ F. Ozbudak, Department of Mathematics and Institute of Applied Mathematics, Middle East Technical University, Ankara, Turkey Joint work with M. Cenk

Source URL: www.math.tugraz.at

Consensus Networks over Finite Fields F. Pasqualetti a , D. Borra b , F. Bullo a a Center for Control, Dynamical Systems, and Computation, University of California, Santa Barbara, USA b

Source URL: www.fabiopas.it

Solving Systems of Multivariate Quadratic Equations over Finite Fields or: From Relinearization to MutantXL Enrico Thomae, Christopher Wolf

Source URL: eprint.iacr.org

On the Generalized Linear Equivalence of Functions over Finite Fields Luca Breveglieri, Alessandra Cherubini, and Marco Macchetti Politecnico di Milano, Milan, Italy

Source URL: www.iacr.org

Finite-Field Consensus Fabio Pasqualetti, Domenica Borra, and Francesco Bullo Abstract— This work studies consensus networks over finite fields, where agents process and communicate values from the set of integers {0,

Source URL: www.fabiopas.it