IMPLEMENTING THE ASYMPTOTICALLY FAST VERSION OF THE ELLIPTIC CURVE PRIMALITY PROVING ALGORITHM F. MORAIN Abstract. The elliptic curve primality proving (ECPP) algorithm is one of the current fastest practical algorithms

Source URL: www.lix.polytechnique.fr

• Number theory
• Finite fields
• Conjectures
• Analytic number theory
• Elliptic curves
• Elliptic curve primality proving
• AKS primality test
• Quadratic residue
• Prime number
• Abstract algebra
• Mathematics
• Primality tests

[removed]42 SEC Registration Number S M I N V E S T M E N T S

Source URL: sminvestments.com

• SM Investments Corporation
• SM Supermarket
• SM Mall of Asia
• SM Supermalls
• SM City
• SM Department Store
• SM City Masinag
• SM City Sta. Mesa
• SM Prime Holdings
• Economy of the Philippines
• Philippines

Seven Unusual numbers[removed]A Proof Set in Stone by Peter Bluer

Source URL: biblemaths.com

• 700
• Prime number
• 300
• Floating point
• 3
• Pi
• Mathematics
• Group theory
• Number

53rd Mathematical Olympiad in Poland Problems of the first round, September – December[removed]Solve the following equation in real numbers |x| − |x + 2| + |x + 4| − |x + 6| + . . . − |x + 998| = = |x + 1| − |x

Source URL: www.mimuw.edu.pl

• Mathematical analysis
• Quadrilaterals
• Rhombus
• Trigonometric functions
• Prime number
• Mathematics
• Geometry
• Integer sequences

Pollard’s p 1 Factoring Algorithm As a quick review, Pollard’s p 1 factoring algorithm is efficient only in the case where one of the primes, say p, has the property that p 1 is a product of small primes (such a p 1

Source URL: www.untruth.org

• Prime number
• Factorization
• Finite fields
• Integer factorization algorithms
• Mathematics
• Algebra

Complexity of the (Effective) Chinese Remainder Theorem This is an alternate derivation of the time complexity of the effective Chinese remainder theorem (CRT). The CRT allowed us to take a system of k congruences o

Source URL: www.untruth.org

• Factorial
• International Securities Identification Number
• Summation
• Prime number
• Mathematics
• Integer sequences
• .ni

LISSITÉ DE LA COURBE DE HECKE DE GL2 AUX POINTS EISENSTEIN CRITIQUES. J. BELLAÏCHE ET G. CHENEVIER Abstract : Let p be a prime number and C be the p-adic tame level 1 eigencurve. We prove that C is smooth at the evil E

Source URL: joel.bellaiche.free.fr

Heegner points and Sylvester’s conjecture Samit Dasgupta and John Voight Abstract. We consider the classical Diophantine problem of writing positive integers n as the sum of two rational cubes, i.e. n = x3 + y 3 for x,

Source URL: people.ucsc.edu

• Algebraic number theory
• Elliptic curves
• Number theory
• Group theory
• Heegner point
• Modular form
• Birch and Swinnerton-Dyer conjecture
• Prime number
• Classical modular curve
• Abstract algebra
• Mathematics
• Analytic number theory

Integer Factorization Per Leslie Jensen Master Thesis D I K U

Source URL: pgnfs.org

• Abstract algebra
• Integer factorization
• Quadratic sieve
• General number field sieve
• RSA
• Prime number
• Primality test
• Factorization
• Discrete logarithm
• Mathematics
• Cryptography
• Integer factorization algorithms

CANONICAL HEIGHTS ON THE JACOBIANS OF CURVES OF GENUS 2 AND THE INFINITE DESCENT E.V. FLYNN AND N.P. SMART Abstract. We give an algorithm to compute the canonical height on a Jacobian of a curve of genus 2. The computati

Source URL: people.maths.ox.ac.uk

• Algebraic number theory
• Analytic number theory
• Elliptic curve
• Group theory
• Kummer surface
• Algebraic number field
• P-adic number
• Prime number
• Abstract algebra
• Mathematics
• Field theory