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Recursive Construction of n-gonal Codes on the Basis of Block Design

机译:基于块设计的n角代码的递归构造

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In the article are defined nonlinear n-gonal block codes. The methods of constructing n-gonal codes are considered. Suggest efficient universal recursive methods of constructing codes great length on the basis of block design for error-correcting code. On the basis of these methods can be constructed error-correcting codes for any predetermined number of errors. Among the codes with a predetermined length codeword and a predetermined number of units in the word, these codes will have a maximum number of codewords. Dignity of these codes is speed of encoding and decoding. Also possibility of fast change of a code without change of tables of encoding and decoding. This makes it possible to use these in cryptosystems.
机译:在这篇文章中定义了非线性n形块代码。考虑构造n-角码的方法。在纠错码的块设计基础上,提出了一种有效的通用递归方法,该方法构造了较长的代码。基于这些方法,可以构造用于任何预定数量的错误的错误校正码。在具有预定长度的码字和该字中具有预定数量的单元的码中,这些码将具有最大数量的码字。这些代码的尊严在于编码和解码的速度。快速更改代码而无需更改编码和解码表的可能性。这使得可以在密码系统中使用它们。

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