论文标题
在通用奥斯本环路中的另外两个加密身份上
On Another Two Cryptographic Identities In Universal Osborn Loops
论文作者
论文摘要
在这项研究中，通过建立通用奥斯本环路的身份，从中推导出另外两个（4和6学位）的身份，并以类似的精神认可并推荐给加密术，其中Keedwell已使用了跨性质（2级）的跨性质（2级），事实是，事实观察到没有3 power cossopiat属性的通用osborn loops属性或弱属性或弱属性或弱的形式。逆性质，功率关联性和DIASSSOCIATIVITION提及一些，将有周期（甚至是长）。这些身份在本质上是通用的Osborn循环本质上是加密的，因此称为加密身份。还发现它们适用于CIP可能不适用的安全模式，安排和网络。
In this study, by establishing an identity for universal Osborn loops, two other identities(of degrees 4 and 6) are deduced from it and they are recognized and recommended for cryptography in a similar spirit in which the cross inverse property(of degree 2) has been used by Keedwell following the fact that it was observed that universal Osborn loops that do not have the 3-power associative property or weaker forms of; inverse property, power associativity and diassociativity to mention a few, will have cycles(even long ones). These identities are found to be cryptographic in nature for universal Osborn loops and thereby called cryptographic identities. They were also found applicable to security patterns, arrangements and networks which the CIP may not be applicable to.
