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首页> 外文期刊>Journal of Mathematics Research >Dialectical Logic K-Model: the Discrete Time Dynamical Sampling System, Multidimensional Logic Variable and Associate Database(ADB)
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Dialectical Logic K-Model: the Discrete Time Dynamical Sampling System, Multidimensional Logic Variable and Associate Database(ADB)

机译：辩证逻辑K模型：离散时间动态采样系统，多维逻辑变量和关联数据库（ADB）

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Following the earlier works about dialectical logic K-model by the author, in this succeed paper author described the three problems : the first is that discrete time dynamical sampling system to solve which the true-value function is unknown and need discrete time dynamical sampling system to obtain a series of sampled discrete time true-value function points to predict the continuous true-value function or we need some properties of true value function in the frequency domain, a several formulas for true-value function of single-dimensional logic variable via discrete Fourier transformation are explained; the second is the graph expression and matrices expression for the multidimensional logic variables in dialectical logic K-model. Multidimensional logic variable is important that can be used in multidimensional contradictions and in multiple-person games. In fact, author also described the graph $G_K^p$ and corresponding matrices of the multidimensional logic variables; the third is the machine oriented database, associated database i.e. ADB, this is a new database for artificial intelligence, in present paper author describes theoretical properties and some features of ADB.
机译：继作者先前关于辩证逻辑K模型的工作之后，在这篇成功的论文中，作者描述了三个问题：首先是离散时间动态采样系统，以解决真值函数未知且需要离散时间动态采样系统的问题。为了获得一系列采样的离散时间真值函数点以预测连续的真值函数，或者我们需要频域中真值函数的某些属性，一维逻辑变量的真值函数的一些公式可通过解释了离散傅里叶变换;第二个是辩证逻辑K模型中多维逻辑变量的图表达式和矩阵表达式。多维逻辑变量很重要，可以在多维矛盾和多人游戏中使用。实际上，作者还描述了图形$ G_K ^ p $和多维逻辑变量的对应矩阵;第三个是面向机器的数据库，即关联数据库，即ADB，这是一个用于人工智能的新数据库，本文作者描述了ADB的理论特性和一些功能。

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