一种改进的高效消息传递接口,用于分布式集群上的安全通信

M. A. Maffina, R. Rampriya
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引用次数: 7

摘要

该项目的主要目的是通过消息传递接口(Message Passing Interface, MPI)在分布式集群之间提供安全通信。当相互关联的集群数量增加时,就会对在集群上运行的安全应用程序构成威胁。为了解决这一安全问题,建立了MPI来保护不受信任网络中的安全属性。在现有的系统中,为了生成对称共享密钥,参与者只提供1字节大小的随机数,因此有机会被入侵者找到密钥。此外,这里只有文本消息在客户端之间传递。所提出的系统是Enhanced Security for Message Passing Interface Chameleon version 2 (ES-MPICH2),它将随机数的大小保持在4字节,因此未经授权的人不可能找到密钥。该协议扩展了安全文件传输实用程序和密钥更新过程等功能。它还支持对用户上传的文件进行加密和解密。我们使用插值多项式、AES和SHA-1等安全算法进行密钥管理、加解密和提供完整性服务。之后,这些算法被集成到消息传递接口变色龙版本2 (MPICH2)中,成为ES-MPICH2。它支持大量的集合计算和对话区域。建议的工作是基于数学和密码学的概念,直接在授权用户之间以增强的安全性传递无错误的消息。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
An improved and efficient message passing interface for secure communication on distributed clusters
The main aim of this project is to provide secure communication among distributed clusters via Message Passing Interface (MPI). When a number of clusters associated to each other are increased then, it becomes a threat to security applications running on the clusters. To handle this security trouble, a MPI is built-up to protect the properties of security in an untrusted network. In the existing system, to generate the symmetric shared key, the participant provide only 1 byte size of random number so there is a chance to find out the key by the intruder. Furthermore, here only text message is passed between the clients. The proposed system is Enhanced Security for Message Passing Interface Chameleon version 2 (ES-MPICH2) in which it maintains the size of random number as 4 bytes, thus it is impossible to find out the key by the unauthorized person. This protocol is extended with features, such as secure file transfer utility and rekeying process. As well it supports to encrypt and decrypt the file upload by the user. We use secure algorithms like interpolation polynomial, AES and SHA-1 for key management, encryption/decryption and providing integrity service. After that those algorithms are integrated into Message Passing Interface Chameleon version 2 (MPICH2) that becomes ES-MPICH2. It supports a large collection of calculation and conversation area. The proposed work is based on both mathematics and cryptography concept that direct to error free message passing among the authorized users with enhanced security.
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