Now, studies about fuzzy logic, quantum logic and the corresponding algebra systems are very active in non-classical logic.
模糊逻辑与量子逻辑以及它们相应的代数系统是目前非经典逻辑体系中非常活跃的研究分支。
In addition, they connect geometric algebra and quantum theory, discussing the Dirac equation, wave functions, and fiber bundles.
另外，他们连结几何学代数和量子理论，讨论迪拉克方程序，波函数和纤维包。
The algebra AQ is called a quantum polynomial algebra.
代数AQ叫做量子多项式代数。
In this paper, we extend the concept of quantum Lie algebra to two-parameter case.
本文把量子李代数的概念推广到了双参数的情形。
As multiple-quantum operator algebra theory mentioned, any unitary transformation can be decomposed into a sequence of a limited number of one-qubit quantum gates and two-qubit diagonal gates.
多量子算符代数理论可以将幺正变换分解为一系列有限的单量子门和对角双量子门的组合。
As multiple-quantum operator algebra theory mentioned, any unitary transformation can be decomposed into a sequence of a limited number of one-qubit quantum gates and two-qubit diagonal gates.
多量子算符代数理论可以将幺正变换分解为一系列有限的单量子门和对角双量子门的组合。
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