Real elliptic curves/ by 444737 Alling, Norman L.

Elliptical curve cryptography by Toh, Zheng Yi.

“…Miller is a method to encrypt data based on algebraic structure of elliptic curves over finite fields. It is a means to encrypt data as a means of achieving computer security. …”
Get full text

Elliptic curves : diophantine analysis / by Lang, Serge, 1927-

Heuristics for the arithmetic of elliptic curves by Poonen, B

“…We discuss the theoretical evidence for the model, andwe make predictions about elliptic curves based on corresponding theorems provedabout the model. …”
Get full text

Heuristics for the arithmetic of elliptic curves by Poonen, Bjorn

“…We discuss the theoretical evidence for the model, andwe make predictions about elliptic curves based on corresponding theorems provedabout the model. …”
Get full text

The average rank of elliptic curves by Heath-Brown, D

Arithmetic on elliptic curves with complex multiplication/ by 196918 Gross, Benedict H.

Data on elliptic curves with high rank by Khan, Siddique, 1980-

Get full text

Weak implementations of elliptic curve cryptography by Koo, Yu Fang

Subjects: Get full text

Efficient implementation of elliptic curve cryptosystems by Tan, Peng Chong.

“…Efficient implementation of elliptic curve cryptography can be targeted at 2 levels, specifically on the elliptic curve group operations and the underlying finite field arithmetic. …”
Get full text

Elliptic curve cryptography on smart card by Zhang, Xing

Get full text

Elliptic curve cryptosystem and its applications by Li, Si Jie.

“…Elliptical curve cryptography (ECC) is a public key encryption technique based on elliptic curve theory that can be used to create faster, smaller and more efficient cryptographic keys. …”
Get full text

Demonstration of elliptic curve cryptography calculations by Kan, Yao

“…The aim is to help students understand the difficult mathematic concepts behind Elliptic Curve Cryptography (ECC) Calculation and Encryption/Decryption by implementing a simple and easy use demonstrator as teaching tools…”
Get full text

Independence of CM points in elliptic curves by Pila, J, Tsimerman, J

“…We prove a result which describes, for each n ≥ 1, all linear dependencies among n images in elliptic curves of special points in modular or Shimura curves under parameterizations (or correspondences). …”

Independence of CM points in elliptic curves by Pila, J, Tsimerman, J

“…We prove a result which describes, for each n≥1, all linear dependencies among n images in elliptic curves of special points in modular or Shimura curves under parameterizations (or correspondences). …”

The average analytic rank of elliptic curves by Heath-Brown, D

“…All the results in this paper are conditional on the Riemann hypothesis for the L-functions of elliptic curves. Under this assumption, we show that the average analytic rank of all elliptic curves over ℚ is at most 2, thereby improving a result of Brumer. …”

A survey on elliptic curve cryptography by Mohamed, Mohamad Afendee

“…This paper provides a ground up survey on elliptic curve cryptography. It tailors the mathematics behind elliptic curve to the applicability within a cryptosystem. …”
Get full text

Multi-Threading Elliptic Curve Cryptosystems. by Kanniah, Uma S., Samsudin, Azman

“…Elliptic Curve Cryptosystems (ECC) is being widely used in cryptographic systems due to its unique security features. …”
Get full text

Counting elliptic curves of bounded Faltings height by Hortsch, Ruthi

Get full text

18.783 Elliptic Curves, Spring 2015 by Sutherland, Andrew

Subjects: “…elliptic curves…”
Get full text