在此基础上，借助于对比特级并行乘法器的复杂度的分析，给出了一个优化最大距离可分码的算法。

Based on these, an algorithm to optimize MDS codes is introduced by analyzing the complexity of bit parallel multipliers.

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用最大距离可分码构造了一个理想门限体制，该体制中的秘密恢复算法可以正确地恢复秘密，并可检测出伪造的秘密份额，确定伪造者的身份。

An ideal threshold scheme is constructed from Maximum Distance Separable (MDS) codes, the recovery algorithm in this scheme can detect cheating, recover the correct secret and identify cheaters.

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