代数系统理论
代数系统理论-
超代数系统理论在纯粹数学和应用数学的许多方面都有应用。
The hyper algebraic system theory is used in many aspects of pure and applied mathematics .
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首先，本文以符合运算的形式和性质为基础，提出了或、符合代数系统理论。
Based on the form and properties of coincidence operation , firstly , this dissertation proposes the theory of OR-Coincidence algebra system .
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该法有助于进一步完善减-异或、除-符合代数系统的理论并促进新的数字元件及新一代数字电路的研发。
The discussion is helpful to further perfect the theory of SUBTRACTION-XOR , DIVISION-COINCIDENCE algebra system and promote the research of new digital electronic component and the design of new generation of digital circuit .