A Novel Public Key Crypto System Based on Bernstein Polynomial on Galois Fields 2m to Secure Data on CFDP
A Novel Public Key Crypto System Based on Bernstein Polynomial on Galois Fields 2m to Secure Data on CFDP
复制标题
基于伽罗瓦域 2m 上伯恩斯坦多项式的新型公钥加密系统，用于保护 CFDP 上的数据
DOI：
10.1007/978-981-13-1927-3_67
复制
发表时间：
2018
期刊：
影响因子：
--
通讯作者：
L. Jyothi
中科院分区：
文献类型：
--
作者：
S. Sasi;L. Jyothi
空间数据系统协商委员会(空间数据系统协商委员会)是一个由空间机构组成的国际机构，致力于共同设计受管制的信息处理战略，以支持空间科学和职能之外的空间调查。为了便于海量存储器具有广泛的记录性、互操作性、系统群集性，扩展了车载使用的实时操作系统CCSDS管理了一种灵活而熟练的数据传输协议--CCSDS文件传输协议。CFDP协议支持互联网协议栈中应用层的便捷性。各层上的数据事务以两种不同的模式进行，要么不可靠，要么可靠。然而，数据通信网络中的主要需求是数据的保密性。在机密性方面，密码分析用于加密占用存储设备上的内存或通过通信链路遍历的数据，以确保任何非法访问都不会成功。本文提出了在未经验证的活动方式下，通过CCSDS空间信息交易，如遥测和遥控，在IP上安全地传输CFDP信息交换。为了提供安全性，采用了Bernstein公钥密码计算。公钥密码系统也被称为非对称密码系统，与秘密密钥技术相比，公钥密码系统增强了保护，发送和接收实体使用链接密钥的组合。在大多数现有技术中出现的问题纯文本被视为整数值，这会导致安全性降低。本文提出了一种以明文为(x，y)坐标点的伽罗华域上的胜任多项式建立的公钥密码方法。
The Consultative Committee for Space Data Systems (CCSDS) is a international institution of space agencies devoted on together designing regulated information handling strategies to support space investigation in addition to space science and functions. To facilitate the mass memory with extensive records, interoperability, system constellations, extended onboard use of real-time operating system CCSDS administers a flexile and proficient data transmission protocol is CCSDS File Delivery Protocol. CFDP supports the convenience of application layer in internet protocol stack. Data transaction over the layers takes place in two different mode, either unreliable or reliable. However, the main demand in the data communication network is the confidentiality of data. With respect to confidentiality, cryptanalysis is utilized to encrypt data occupying memory on storage devices or traversing through communication links to make sure that any illicit access is unsuccessful. Here in the paper suggests secured conveyance of CFDP information swapping over IP by CCSDS space information transaction, like, Telemetry and Telecommand in unproven approach of activity. Bernstein open key cryptographic calculation is employed for providing security. Public key cryptosystem also known as the asymmetric crypto system has increased protection in contrast to secret key technique a combination of linked keys are utilized by the sending and receiving entity. The issue that arises in most of the existing techniques the plain text is treated as an integer value which gives rise to decreased security. In this paper we have suggested a competent polynomial established public key cryptography method over Galois field, which regards plaint text as (x,y) coordinate points.