Description: 1.理解公钥密码算法，熟悉常用密码算法：RSA、椭圆曲线密码体制。
2.以RSA加密算法为例，掌握公钥密码算法加解密过程的实现。
-Understand public key cryptography algorithm, familiar with the commonly used cryptographic algorithms: RSA, elliptic curve cryptosystem.
RSA encryption algorithm, for example, to master the implementation of public key cryptography algorithm encryption and decryption process. Platform: |
Size: 72704 |
Author:mengmeng |
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Description: 1.理解公钥密码算法，熟悉常用密码算法：RSA、椭圆曲线密码体制。
2.以RSA加密算法为例，掌握公钥密码算法加解密过程的实现。
-1 understand public key cryptography algorithm, familiar with the commonly used cryptographic algorithms: RSA, elliptic curve cryptosystem. (2) the RSA encryption algorithm, for example, to master public key cryptography algorithm encryption and decryption process is achieved. Platform: |
Size: 7168 |
Author:fuaixia |
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Description: 实习三 基于RSA的公钥加密
一、实习目的
1．理解公钥密码算法，熟悉常用密码算法：RSA、椭圆曲线密码体制；
2．以RSA加密算法为例，掌握公钥密码算法加解密过程的实现。
二、实现要求
1．实习前认真预习第6章的有关内容；
2．熟悉java中java.security.*和java.crypto.* 中相关类。
三、实习内容
-Practice three based on the RSA public key encryption
一、实习目的
One, the purpose of internship
1．理解公钥密码算法，熟悉常用密码算法：RSA、椭圆曲线密码体制；
1 understand the public key cryptography, familiar with the commonly used cryptographic algorithms: RSA, elliptic curve cryptosystem
2．以RSA加密算法为例，掌握公钥密码算法加解密过程的实现。
2 to the RSA encryption algorithm as an example, to grasp the implementation of public key cryptography algorithm encryption and decryption process.
二、实现要求
Two, the implementation requirements
1．实习前认真预习第6章的有关内容；
1 practice about the content of the sixth chapter carefully before the preview
2．熟悉java中java.security.*和java.crypto.* 中相关类。
2 familiar with the relevant class of java.security.* and java.crypto.* in java.
三、实习内容
Three, practice content
Platform: |
Size: 6144 |
Author:leon |
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Description: 椭圆曲线密码，可用于非对称方法的加密解密等，在C程序上运行(Elliptic curve cryptography, can be used for asymmetric methods of encryption, decryption, etc., running on the C program) Platform: |
Size: 4096 |
Author:fcy
|
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Description: Amongst the
cryptographic solutions, the most satisfactory cryptography
method is Elliptic Curve Cryptography because of its small usage
of bandwidth, low computational time and small key size Platform: |
Size: 24991744 |
Author:saranya
|
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Description: Elliptic Curve Cryptography has been a recent research area in the field of Cryptography. It provides higher level of security with
lesser key size compared to other Cryptographic techniques. Platform: |
Size: 1320960 |
Author:jalu |
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Description: The multiplication kP is obtained by doing the elliptic curve addition operation k times by
following the same additive rules Platform: |
Size: 412672 |
Author:jalu |
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Description: Public Key Cryptography for the Financial
Services Industry
The Elliptic Curve Digital Signature Algorithm
(ECDSA) Platform: |
Size: 2292706 |
Author:liu_1985_20000@163.com |
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Search - Elliptic Curve Cryptography