- 更多网络例句与代数相关元相关的网络例句 [注：此内容来源于网络，仅供参考]
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One reason is that the model is an algebra method and it is based on the theory of minimal element. It can give more credible proof. Another reason is that the model tries to prove security of protocols, rather than check them. Thirdly, the model is simple and easy to use, and proof can be finished by manual. Moreover, graphic description makes its proof more comprehensible. Fourthly, there is much research work related to the model, which gives me a good springboard.
首先，该模型是一种代数方法，以极小元等理论为基础，可以给出可信度较高的证明；其次，该模型不是验证协议，而是试图证明协议的安全性；第三，该模型简单、易用，可以手工的方式完成证明，而且图形表示使其证明更加直观；第四，关于该模型有许多相关的研究工作，这为进一步工作打下了良好的基础。
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Some Properties of Monad and Comonad;2. The definitions of entwining structures of monads and comonad s and entwining modules are given and the paper studied their relations with entwining structures of algebras and coalgebras in categories,then we build an adjoint functors pair between the two categories of entwining modules.
首先给出了单子和余单子的缠绕结构和缠绕模及其与代数和余代数的缠绕结构和缠绕模之间的关系，并构造了一个函子伴随对，其次定义了余单子的类群元，得出了一些相关结论，最后给出了缠绕结构之间相容的定义和等价条件。
- 更多网络解释与代数相关元相关的网络解释 [注：此内容来源于网络，仅供参考]
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algebraically dependent elements：代数相关元
algebraically closed field 代数闭域 | algebraically dependent elements 代数相关元 | algebraically equivalent 代数等价的
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algebraically dependent elements：代数相关元(素)
algebraically closed field | 代数闭域 | algebraically dependent elements | 代数相关元(素) | algebraically dependent set | 代数相关集
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algebraically equivalent：代数等价的
algebraically dependent elements 代数相关元 | algebraically equivalent 代数等价的 | algebraically independent elements 代数无关元
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algebraically independent elements：代数无关元(素)
algebraically dependent set | 代数相关集 | algebraically independent elements | 代数无关元(素) | algebraically oriented language | 代数排列符号语言