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Montgomery curve
Elliptic Curve Arithmetic for Cryptography
The Complete Cost of Cofactor H = 1
Montgomery Curves and the Montgomery Ladder
18.783 S17 Elliptic Curves Lecture 11: Index Calculus, Smooth Numbers, Factoring Integers
Twisted Edwards Curves
Isomorphism Classes of Edwards Curves Over Finite Fields
The Elliptic Curve Method and Other Integer Factorization Algorithms
Elliptic Curve Factorization Method (ECM), Introduced by Hendrik Lenstra [4], a Heuristically Subexponential Running
Montgomery Curves and Their Arithmetic the Case of Large Characteristic fields
CRYPTREC Review of Eddsa CRYPTREC EX-3003-2020
Parallel Approaches for Efficient Scalar Multiplication Over Elliptic
Area-Time Efficient Hardware Architecture for Signature Based on Ed448 2943
Edwards Curve Points Counting Method and Supersingular Edwards and Montgomery Curves III a PREPRINT
Faster Cofactorization with ECM Using Mixed Representations Cyril Bouvier, Laurent Imbert
Fast and Compact Elliptic-Curve Cryptography
Elliptic Curves Over Finite Fields and Applications to Cryptography
Implementation of Elliptic Curve25519 in Cryptography Intan Muchtadi-Alamsyah and Yanuar Bhakti Wira Tama
Elliptic Curve Cryptography: Theory for Eddsa
Top View
Elliptic Curves and Factoring. (2010) Directed by Dr
Curve25519 in 18 Tweets Radboud University Nijmegen Bachelor’S Thesis
Implementing Curve25519/X25519: a Tutorial on Elliptic Curve Cryptography
An Implementation of ECC with Twisted Montgomery Curve Over 32Nd Degree Tower Field on Arduino Uno
Recommendation for Discrete Logarithm-Based Cryptography
Differential Addition in Edwards Coordinates Revisited and a Short Note on Doubling in Twisted Edwards Form
Secure Elliptic Curves and Their Performance
Side-Channel Attack Using Order 4 Element Against Curve25519 on Atmega328p
Batch Binary Edwards
Arxiv:1703.01863V1
Comments Received on FIPS 186-4: Digital Signature Standard (DSS) (December 4, 2015 Deadline)
Elliptic Curve Method for Integer Factorization on Parallel Architectures Andrea Miele I&C, EPFL
Twisted Hessian Curves
An Exploration of Affine Group Laws for Elliptic Curves
Edwards Curves
Faster Compact Diffie-Hellman: Endomorphisms on the X-Line
Failures in NIST's ECC Standards
A Family of Lightweight Twisted Edwards Curves for the Internet of Things
Generation of Twisted Edwards Elliptic Curves for Circuit Use
Finding ECM-Friendly Curves Through a Study of Galois Properties Razvan Barbulescu, Joppe Bos, Cyril Bouvier, Thorsten Kleinjung, Peter Montgomery
The Order of Edwards and Montgomery Curves
Montgomery Curves and the Montgomery Ladder
Comments Received on Draft SP 800-186
Tutorial of Twisted Edwards Curves in Elliptic Curve Cryptography Emilie Menard Barnard
High-Speed High-Security Signatures