距离为11的传感器BCH代码

Gaochang Zhao, Xiaolin Yang
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引用次数: 0

摘要

Sensornets已经揭示了许多应用场景。纠错码(ECC)将有利于这些应用中的通信。由于人们对效率、安全性、可用性等方面的期望不同,不同的代码被构造出来用于不同的目的。基于代数理论的方法可以很好地构建简单、可用的代码。代数几何理论可以帮助构造具有不同性质的更复杂的密码。通过这些码的应用,可以方便地达到数字通信的目的。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A BCH Code with the Distance 11 for Sensornets
Many application scenarios have been revealed with Sensornets. An Error Correcting Code (ECC) will be advantageous to communications in these applications. With the different expecting on efficiency, security, usability, etc, different codes have been constructed for various purposes. The methods based on algebra theory can work well for constructing simple and usability codes. The theory of algebraic geometry can help construct more complex codes with different properties. With the applications of these codes, it is convenient to arrive the purpose in digital communications.
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